tag:blogger.com,1999:blog-9903628887551931772024-03-05T19:46:05.203-08:00JEJAK KAKITeruslah Melangkah MAJUAnonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.comBlogger327125tag:blogger.com,1999:blog-990362888755193177.post-44914803396720336512016-12-11T10:38:00.004-08:002016-12-11T10:38:48.859-08:00Analisis Gempa Dinamik Time History dengan ETABS <h3 class="post-title entry-title">
Analisis Gempa Dinamik Time History dengan ETABS
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Indonesia adalah negara yang dilalui 2 jalur seismik. Hal ini
menyebabkan gempa bumi sering terjadi di negara ini. Bagi seorang
insinyur teknik sipil khususnya struktur, beban gempa menjadi aspek
penting yang perlu diperhitungkan dalam mendesain bangunan terutama
dari segi struktural. Ada 2 pendekatan yang digunakan untuk
memperhitungkan beban lateral (gempa bumi) yang bekerja pada suatu
struktur, yaitu analisis secara statik ekivalen dan analisis dinamik
(respon spektra atau <i>time history</i>).</div>
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Analisis dinamik linier riwayat waktu (<i>time history</i>) sangat cocok
digunakan untuk analisis struktur yang tidak beraturan terhadap
pengaruh gempa rencana. Mengingat gerakan tanah akibat gempa di suatu
lokasi sulit diperkirakan dengan tepat, maka sebagai input gempa dapat
didekati dengan gerakan tanah yang disimulasikan. Dalam analisis ini
digunakan hasil rekaman akselerogram gempa sebagai input data percepatan
gerakan tanah akibat gempa. Rekaman gerakan tanah akibat gempa diambil
dari akselerogram gempa El-Centro N-S yang terjadi di Imperial Valley,
California pada tanggal 15 Mei 1940. Input data akselerogram gempa
El-Centro ke dalam ETABS dapat dilakukan dengan beberapa cara. <br />
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Kali ini saya mendapatkan ilmu baru dari Mas Andre Puja, seorang Mahasiswa ITB (Indonesia) yang sedang melanjutkan kuliah S2 <i>Structural Engineering </i>di <a href="http://english.web.ncku.edu.tw/bin/home.php" style="color: blue;" target="_blank" title="National Cheng Kung University">National Cheng Kung University</a>, Taiwan. Ada 2 cara untuk menganalisis beban lateral <i>time history</i> dengan menggunakan software SAP2000 atau ETABS yaitu:</div>
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<b>CARA 1</b>.<br />
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Pilih <i>Define</i>- <i>Time History Function</i>- <i>Function from File</i>. Kemudian Browse di <i>My Computer</i>/ C/ <i>Program File</i>s/ <i>Computer and Structures</i>/ ETABS/<i> Time History Function</i>/ Elcentro. Untuk lebih jelasnya dapat lihat <i>screen shoot</i> berikut ini :<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx30UnkxMpnEw_6xjQ6E3uh1ybLQagEvjel5d_lYzu_w7Zk_1oH2sb2B4kiX9jkSOdDxiGzdHW-kMviRjnt2L_RYYeMGM227a4Nz2qhOKvsoswfnoFPpIQmZrCBsyq-X1cFwJtCPoFbNY/s1600/Publication1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="380" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx30UnkxMpnEw_6xjQ6E3uh1ybLQagEvjel5d_lYzu_w7Zk_1oH2sb2B4kiX9jkSOdDxiGzdHW-kMviRjnt2L_RYYeMGM227a4Nz2qhOKvsoswfnoFPpIQmZrCBsyq-X1cFwJtCPoFbNY/s400/Publication1.jpg" width="400" /></a></div>
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Gambar 1.<i> Time History Function Definition</i> dengan ETABS</div>
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<b>CARA 2.</b></div>
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Download recorded accelerograms dari the PEER database. Kemudian upload
accelerogram yang telah didownload ke SAP2000 atau ETABS </div>
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Salah satu intitusi yang bernama “<i>The Pacific Earthquake Engineering Research</i> (PEER)”, yang berpusat di University of California at Berkeley, mempunyai data lebih dari 10,000 rekaman <i>strong ground motion </i>yang terdiri dari 173 data gempa yang berbeda yang dapat diakses publik secara online. Alamat websitenya ada di : <a href="http://peer.berkeley.edu/" style="color: blue;" target="_blank">http://peer.berkeley.edu/</a> dan keseluruhan database ini dapat dicari di alamat: <a href="http://peer.berkeley.edu/nga/" style="color: blue;" target="_blank">http://peer.berkeley.edu/nga/</a></div>
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Sebagai contoh, misalnya kita ingin mendownload accelerogram recorded
Gempa Imperial Valley 1940 earthquake. Silakan ikuti langkah seperti
pada gambar berikut :</div>
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1. Klik situsnya di <a href="http://peer.berkeley.edu/nga/search.html" style="color: blue;" target="_blank">http://peer.berkeley.edu/nga/search.html</a></div>
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Gambar 2.<i> </i>Tampilan Menu <i>Search Ground Motion Records</i></div>
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2. Pada menu Search <i>Ground Motion Records</i> kita bisa memilih
lokasi mana yang akan kita cari data Gempanya. Saat event telah terpilih
di top drop-down list, kita pilih menu <i>Display Results</i>. Ganti "<i>On Map</i>" dengan "<b>In Table</b>”. Lalu <b>SEARCH. </b>Lalu akan muncul Data Gempa seperti di bawah ini :</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFU4i0qobGR4VfLdY7tQY7eGrB5iHyXjKduWDGVsMYMpV_7WcATMcI6FMXs87rx_pd-azh0D2uWNdKPLvrrST7HJf4iAgsTzKqLLNaYcWVsztAMxtd8esKSzour73QiWr4kihvaedvXwk/s1600/picture2.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFU4i0qobGR4VfLdY7tQY7eGrB5iHyXjKduWDGVsMYMpV_7WcATMcI6FMXs87rx_pd-azh0D2uWNdKPLvrrST7HJf4iAgsTzKqLLNaYcWVsztAMxtd8esKSzour73QiWr4kihvaedvXwk/s400/picture2.png" width="400" /></a></div>
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Gambar 3.<i> </i>Data Gempa yang Ada di PEER<br />
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Dengan meng-klik data yang diinginkan dalam hal ini NGA0006, halaman
baru akan muncul dengan beberapa informasi terkait gempa tersebut.
Apabila kita me-scroll down, links menuju 3 komponen dari accelerogram
(180°, 270° and vertical) akan muncul.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdtSMSj5pqT7fZIqW0OIzHPOeAocwMtyg4JkQcqRcaOga-qSfI2OU1KlE0NNkQDZ5SreJTHNUwirxqRSrq_lq9ETaCiQpiLS8ekR8R4V0BJOH8LXGi-iYURQbR7vSBZJ_flkkDcU08rUE/s1600/picture3.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdtSMSj5pqT7fZIqW0OIzHPOeAocwMtyg4JkQcqRcaOga-qSfI2OU1KlE0NNkQDZ5SreJTHNUwirxqRSrq_lq9ETaCiQpiLS8ekR8R4V0BJOH8LXGi-iYURQbR7vSBZJ_flkkDcU08rUE/s400/picture3.png" width="400" /></a></div>
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Gambar 4.<i> </i>Tampilan <i>Records Number </i>Gempa yang Dicari<br />
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Dengan right-click pada satu dari link tersebut (misal komponen pertama
horizontal ditandai dengan IMPVALL/I-ELC180), halaman baru berupa
kumpulan data angka- angka akan terbuka yang berisi <i>time history of the ground acceleration</i> yang dipilih. Seperti berikut ini :</div>
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4 baris pertama data di atas adalah berupa keterangan mengenai gempa tersebut, yaitu:</div>
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<li> Location: “Imperial Valley”</li>
<li> Date: 19th May 1940</li>
<li> Time: 4:39am</li>
<li> Station: “El Centro Array #9”</li>
<li> Direction: Horizontal, 180°</li>
<li> Units of acceleration: g= 9.81 m/s2 (acceleration of gravity)</li>
<li> Number of time instants: 4,000</li>
<li> Sampling time: Δt= 0.01 s (f= 100 Hz)</li>
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Adapun cara membaca data gempa tersebut adalah dari dari kiri ke kanan
per baris lalu ganti ke baris selanjutnya hingga baris terakhir.<br />
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Kemudian simpan (<i>save</i>) atau copy paste data accelerogram recorded tersebut dalam di notepad dengan format (.txt). Seperti gambar di bawah ini :</div>
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Gambar 5.<i> </i>Simpan ke Format (.txt)</div>
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Setelah kita menyimpan data tersebut, baru bisa gunakan ke SAP atau ETABS dengan cara pilih <i>Define</i>- <i>Time History Function</i>- <i>Function from File</i>. Kemudian Browse di <i>My Computer</i>/ C/ <i>Program File</i>s/ <i>Computer and Structures</i>/ ETABS/<i> Time History Function</i>/ <i>Imperial Valley.</i><br />
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Dalam analisis ini redaman struktur (<i>dumping</i>) yang harus diperhitungkan dapat dianggap 5% dari redaman kritisnya. Faktor skala yang digunakan = G x I/R. Dimana :<br />
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<li>G adalah percepatan gravitasi ( 9,81 m/s<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">²</span>)</li>
<li>I adalah faktor keutamaan gedung</li>
<li>R adalah faktor reduksi gempa (dalam kasus ini menggunakan daktalitas parsial R= 4)</li>
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<b>Jadi, scale factor = 9,81 x 1 / 4 = 2,45</b><br />
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Untuk memasukkan beban gempa <i>time history</i> ke dalam SAP atau ETABS
maka harus didefinisikan terlebih dahulu ke dalam Time History Case.
Mengingat akselerogram tersebut terjadi selama 10 detik, maka dengan
interval waktu 0,1 detik, jumlah output step-nya menjadi = 10/0,1 = 100.
Data-data tersebut diinputkan ke dalam ETABS untuk gempa Time History
arah X dan Y seperti Gambar 6 dan 7.<i> </i><br />
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Gambar 6.<i> Time History Case Data </i>untuk arah X</div>
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Gambar 7.<i> Time History Case Data </i>untuk arah X </div>
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Setelah input data kita masukkan. Kemudian kita Run.<br />
Contoh gaya geser dan momen yang terjadi karena Gempa Dinamik dengan <i>time history</i> dapat dilihat di bawah ini.<br />
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Gambar 8. Gaya Geser (<i>shear</i>) Arah X yang terjadi karena Gempa Dinamik, pada Perencanaan Gedung 9 Lantai</div>
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Gambar 9. Gaya Geser (<i>shear</i>) Arah Y yang terjadi karena Gempa Dinamik, pada Perencanaan Gedung 9 Lantai</div>
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Gambar 10. Momen Arah X yang terjadi karena Gempa Dinamik, pada Perencanaan Gedung 9 Lantai </div>
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Gambar 11. Momen Arah Y yang terjadi karena Gempa Dinamik, pada Perencanaan Gedung 9 Lantai </div>
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<a href="http://www.perencanaanstruktur.com/" target="_blank">sumber </a></div>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-30358123572080923892016-12-11T10:23:00.001-08:002016-12-11T10:32:30.389-08:00Peningkatan Kuat Dukung Tanah dengan Pondasi Cerucuk <h3 class="post-title entry-title">
Peningkatan Kuat Dukung Tanah dengan Pondasi Cerucuk
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<span style="font-size: medium;"><b> </b></span></div>
<div style="text-align: justify;">
Masyarakat di daerah pantai, rawa dan daerah pasang surut sering
menggunakan cerucuk bambu/dolken sebagai pondasi atau perkuatan tanah
untuk bangunan rumah/gedung, bangunan jalan, bangunan drainase/irigasi,
bangunan break water dan bangunan lainnya. Pada akhir-akhir ini cerucuk
bambu dengan matras bambu mulai banyak digunakan sebagai soil
improvement untuk dasar reklamasi pantai atau badan jalan di daerah rawa
atau tambak.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Sampai saat ini para Engineer atau para teknisi geoteknik dalam
perencanaan cerucuk belum ada acuan yang jelas, sehingga dalam
penerapannya didasarkan pangalaman masing-masing Perencana, sehinga
hasil perencanaan akan berdampak kurang aman atau terlalu aman sehingga
kurang efektif. Agar para Perencana dan Teknisi merasa yakin dalam
merencanakan konstruksi cerucuk dan dapat diterima secara teknis, maka
perlu metode atau pedoman perhitungan cerucuk yang diakui oleh para ahli
geoteknik. Untuk mendapatkan metode perhitungan tersebut perlu adanya
penelitian yang mendalam tentang analisis interaksi tanah lunak dengan
cerucuk dan dibuktikan dengan model di laboratorium atau skala penuh.<br />
<a href="https://www.blogger.com/null" name="more"></a></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Sampai sekarang ini belum ada penjelasan ilmiah, bagaimana sistim
cerucuk tersebut dapat meningkatkan kapasitas daya dukung tanah dan
dapat mengurangi penurunan tanah, akan tetapi dalam praktek dilapangan
telah menunjukkan peningkatan daya dukung tanah lunak/lembek bilamana
menggunakan cerucuk bambu/dolken dengan jarak tertentu. Pengembangan
cerucuk nantinya harus lebih ekonomis, dapat dipertanggung jawabkan
secara ilmiah, dapat dilaksanakan dengan mudah dan dalam perencanaan
dapat dengan mudah dipahami oleh para perencana.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Pemerintah melalui Departemen Pekerjaan Umum telah menerbitkan pedoman teknis “<a href="http://binamarga.pu.go.id/referensi/nspm/pedoman_teknik244.pdf" style="color: red;" target="_blank">Tata cara Pelaksanaan Pondasi Cerucut Kayu di Atas Tanah Lembek dan Tanah Gambut</a>”
No.029/T/BM1999 Lampiran No. 6 Keputusan Direktur Jendral Bina Marga
No. 76/KPTS/Db/1999 Tanggal 20 Desember 1999. Dari pedoman teknis
tersebut tidak menjelaskan tentang Perencanaan. </div>
<div style="text-align: justify;">
<br />
<span style="font-size: medium;"><b>Ide- ide Yang Mendasari </b></span></div>
<div style="text-align: justify;">
<br />
Menyadur dari suntingan pidato Prof. DR. Ir. R. Roeseno pada Asian
Regional Conferention On Tall Building and Urban Habitat di Kuala
Lumpur, 1998, menceritakan pengalamnya pada waktu membangun gedung
Laboratorium Unair Surabaya tingkat 4 (empat) dengan cerucuk bambu
berdiameter 12 cm dan panjang 4-5 meter. Sistem pemasangan cerucuk bambu
betul- betul terlepas dari struktur pondasi, adapun yang diharapkan
adalah peningktan daya dukung tanah lunak yang sangat kecil menjadi
lebih besar, yaitu : dari (q all. ) = 0,25 kg/cm2 menjadi dua kalinya.
Dari hasil pengalaman bapak Prof. Roeseno tersebut ada 3 (tiga) hal
penting yang perlu dicatat yaitu :</div>
<ul style="text-align: justify;">
<li>Dengan pemasangan cerucuk bambu kedalam tanah lunak maka cerucuk
bambu tersebut akan memotong bidang longsor (sliding plane) sehingga
kuat geser tanah secara keseluruhan akan meningkat.</li>
<li>Dalam pemasangan cerucuk bambu berdiamter 12 cm, jarak antar cerucuk
bambu 40 cm dan panjang 4-5 m, daya dukung tanah yang semula 0,25
kg/cm² dapat meningkat sampai 0,50 kg/cm².</li>
<li>Dari penulis tersebut memberikan informasi bahwa penjelasan secara
ilmiah bagaimana sistim cerucuk dapat meningkatkan kapasitas daya dukung
tanah lunak perlu dikaji lebih lanjut, akan tetapi dalam praktek
dengan jarak cerucuk tertentu dapat meningkatkan daya dukung 2 (dua)
kali lipat dari aslinya.</li>
</ul>
<div style="text-align: justify;">
Studi daya dukung tiang cerucuk pada model skala kecil yang telah
dilakukan oleh Abdul Hadi, Tesis S2, 1990 ITB Bandung difokuskan pada
daya dukung pondasi telapak bercerucuk dengan ukuran 20 x 20 cm². Dengan
konfigurasi jarak cerucuk dapat disimpulkan bahwa jarak tiang cerucuk
yang lebih dekat/pendek dan jumlah cerucuk semakin banyak maka akan
terjadi peningkatan daya dukung pondasi telapak yang cukup besar.</div>
<div style="text-align: justify;">
<br />
Evaluasi hasil percobaan daya dukung pondasi cerucuk ukuran 20x20 cm2,
menunjukkan bahwa model cerucuk 2 x 2 jarak 9 d (diameter), model 3 x 3
jarak 4,5d, model 4 x 4 jarak 3 d, model 5 x 5 jarak 2,25 d, model 6 x 6
jarak 1,8 d, tidak menimbulkan keruntuhan blok pondasi, maka daya
dukung cerucuk dapat dihitung dengan menggunakan factor effisiensi.
Untuk model 7 x 7 jarak 1,5 d, dan model 8x8 jarak 1,25 d, memberikan
keruntuhan blok, maka daya dukung cerucuk dapat dihitung sebagai blok
tiang.</div>
<div style="text-align: justify;">
<br />
Yang cukup menarik dalam penelitian tersebut adalah adanya perubahan
peningkatan cohesi undrained (CU) pada pengukuran vane shear test yang
dilakukan pada tanah dalam box, dengan jarak 7,5 cm dari sisi model
pondasi cerucuk dan kedalaman 30 cm dari permukaan tanah. Melihat
kondisi ini berarti terdapat pemadatan tanah disekeliling kelompok tiang
meskipun peningkatan nilai kohesi undrained (Cu) relative kecil, akan
tetapi pengaruh daya dukung tanah pondasi akan besar.</div>
<div style="text-align: justify;">
<br />
Studi Daya Dukung Tanah dengan Cerucuk Bambu di pantai Utara kota
Semarang dilakukan oleh Tim penelitii Universitas Katolik Sugiyapranata
Semarang pada tahun 1995 (Ir. Y Daryanto dkk). Penelitian tersebut
merupakan lanjutan dari Abdul Hadi dengan skala penuh yang dilakukan di
daerah terboyo Semarang. Dari hasil penelitian tersebut disimpulkan
bahwa pondasi cerucuk bambu tidak dapat dikatakan sebagai “Pondasi”
tetapi lebih tepat merupakan perbaikan daya dukung tanah pendukung
pondasi. </div>
<div style="text-align: justify;">
Berikut adalah contoh desain pondasi cerucuk yang pernah kami kerjakan
untuk pembangunan beberapa Kantor di daerah Kendal dengan jenis tanah
lunak.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: justify;">
<a href="http://2.bp.blogspot.com/-wiGCT9ZaN2Y/TvaRkB3UzXI/AAAAAAAABxw/NThwMh9thys/s1600/Publication1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://2.bp.blogspot.com/-wiGCT9ZaN2Y/TvaRkB3UzXI/AAAAAAAABxw/NThwMh9thys/s640/Publication1.jpg" width="516" /></a> </div>
<div style="text-align: justify;">
</div>
<br />
Materi diatas bersumber dari semnar pondasi cerucuk yang pernah
disampaikan oleh Ir Muhrozi, MS (Ketua Labolatorium Mekanika Tanah
Undip). Untuk mendapakan uraian yang lebih lengkap tentang pondasi
cerucuk, dapat download materi seminar di link berikut <a href="https://app.box.com/s/bs493q12hnlbpc0d02ic" target="_blank">Download</a><br />
<a href="http://www.perencanaanstruktur.com/" target="_blank">Sumber</a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-23121295155680238822016-12-11T10:10:00.000-08:002016-12-11T10:10:01.590-08:00Konstruksi Pondasi Cakar Ayam <h3 class="post-title entry-title">
Konstruksi Pondasi Cakar Ayam
</h3>
<div class="post-header">
</div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibQIKZ-7z5LRSeycFqI-Yg6RtpDMZoRVteZT2fUZgWgi9XMDSxQgBGr3qcTuisd-XaxJmlUzAMELe_eWbRMVn3KpA9K0Ylpb378SVMO3_jSNle79SRan74fRH21wYFNtLObSQm3N1jX5Q/s1600/Scan10447A.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibQIKZ-7z5LRSeycFqI-Yg6RtpDMZoRVteZT2fUZgWgi9XMDSxQgBGr3qcTuisd-XaxJmlUzAMELe_eWbRMVn3KpA9K0Ylpb378SVMO3_jSNle79SRan74fRH21wYFNtLObSQm3N1jX5Q/s200/Scan10447A.jpg" width="200" /></a></div>
<div style="text-align: justify;">
Dalam mendirikan bangunan- bangunan gedung, jalan-jalan dan landasan
pesawat terbang di Indonesia (juga diluar negeri) sering kali dijumpai
keadaan- keadaan tanah yang menyulitkan, antara lain keadaan tanah yang
terlalu lembek, sehingga tanpa cara-c ara yang khusus kita tidak dapat
membangun diatasnya. Cara-cara yang khusus ini biasanya mahal biayanya
dan/atau memakan waktu yang tidak sedikit, misalnya mengadakan perbaikan
tanah, membuat pondasi sumuran, pondasi caisson, pondasi tiang pancang
dsb.<br />
<br />
Maka untuk mengatasi persoalan ini, Prof.Dr. Ir. Sedijatmo telah
menemukan suatu cara yang relatif tidak mahal dan tidak memakan waktu,
pembuatannyapun tidak sulit, dan tidak memerlukan alat- alat yang khusus
dan tinggi harganya. Cara baru ini dinamakan oleh penemunya "Pondasi
Cakar Ayam" dan terdiri dari pelat beton bertulang yang tebalnya 10 s/d
12 cm dan dibagian bawahnya diberi pipa- pipa beton bertulang pula yang
menempel kuat-kuat pada pelat beton tersebut. Atas jasanya ini, Prof Dr.
Sedijatmo menerima penghargaan ilmiah dari Senat Guru Besar ITB <br />
<a href="https://www.blogger.com/null" name="more"></a><br />
Diameter pipa biasanya diambil 1,20 @ 1.50 meter dan panjangnya antara
1.50 @ 3.00 meter, sedangkan tebalnya pipa biasa diambil 8 cm."Pipa-pipa
beton tsb, dimasukkan kadalam tanah yang (biasanya) lembek dan pelat
betonnya berada disebelah atasnya. Pelat beton itu akan mengapung diatas
tanah lembek dan pipa-pipa beton yang masuk dalam tanah itu menjaga
agar pelat diatasnya tetap datar dan kaku. Pelat ini meskipun tipis
namun ia bisa mencapai kekakuan (stiffness) yang besar karena pipa beton
yang ada di bawahnya, dan pipa-pipa beton ini mengambil kekuatannya
dari sifat-sifat tanah yang dikenal sebagai “passieve gronddruk” suatu
sifat yang pada system pondasi lain tak pernah dimanfaatkan. Dengan
demikian, maka jumlah materiaal yang digunakan dapat direduksi
sebesar-besarnya.<br />
<br />
Pada dasarnya systeem Cakar Ayam ini dapat digunakan untuk segala macam
keadaan tanah, dari yang terlembek sampai kepada yang terkeras. Hanya
dari sudut biaya maka penggunaannya akan sangat ekonomis dibanding
dengan systeem lain apabila daya tahan tanah yang diizinkan (toe te
laten draagvermogen) terletak antara 0,15 kg/ cm2 sampai 0,35 kg/cm2
atau 1,5 ton/m2 sampai 3,5 ton/m2.Untuk keadaan tanah semacani ini
pemakaian beton keseluruhannya (pelat dan pipa-pipa) akan sebesar 0,25
s/d 0,30 m3/m2 pelat dengan tulangan tidak lebih dari 90 kg/m3 beton.
Cara memasangnyapun sangat sederhana dan dapat dilakukan oleh setiap
pemborong yang pernah mengerjakan pekerjaan beton bertulang.<br />
<br />
Sebagai contoh pelat pondasi Cakar Ayam seluas 2.300 m² di Semarang
selesai dikerjakan dalam waktu 3 bulan dengan baik oleh pemborong kelas
menengah. Hingga kini pondasi Cakar Ayam telah dipakai dengan succes
dalam proyek :<br />
* 2 bh. hanggar dengan bentang 64 m10-bh. hoogepanningsten P.L.N.<br />
* 2 bh. Watertorens<br />
* 1 bh. Scheepshelling di Tg. Priok.<br />
* 1 bh. Gereja Katolik di Jakarta.<br />
* 2 bh. pondasi diesel generator<br />
* 4. bh. pondasi Pusat Tenaga Listrik; Gas di Palernbangl bh. kantor
Doane ( Bea Cukai) di Semarang 1 bh. gedung Bank Indonesia di Pakanbaru<br />
* 1 bh, repair-sation IDA di Godong, Semarang1 Jembatan di Situnggak,
Indramayu high tension towers P.L.N. di Gresik, Surabaya 1 gedung P.L.N.
bertingkat tiga di Menteng, Jakarta1 hanggar Pertamina di Kmayoran,
Jakarta high tension tower di Banjarmasin<br />
high tension tower di Palembang<br />
* 1 bonded Warehouse II di Ancol 'Tg. Priok'</div>
<div style="text-align: justify;">
* Pabrik Kompos di Surabaya</div>
<div style="text-align: justify;">
* Perluasan kantor Pertamina di Palembang.<br />
<br />
Mengenai patent-nya sendiri system Cakar Ayam. tersebut telah
di-patent-kan di Negara-negara : - Indonesia dengan no. octrooi 1813<br />
- Jerman Timur<br />
- Inggris<br />
- Perancis<br />
- Italia<br />
- Belgia<br />
- Canada<br />
- USA<br />
- Jerman Barat '</div>
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</div>
<div style="text-align: justify;">
<br />
Sebagaimana disebutkan diatas pipa-pipa yang ada dibawah pelat merupakan
alat- alat pengkaku pelat (Slab stiffeners)dan bukan merupakan alat-
alat penumpu pelat, (slab supporters) karena apabila ada settlement pada
pelat pipa-pipa juga akan turut turun. Jadi kalau dibanding dengan
pelat dengan balok- penguat maka balok penguat itulah. yang-dilakukan
oleh pipa-pipa tersebut. Bedanya ialah bahwa balok penguat tidak
memanfaatkan tekanan tanah pasif, sedangkan pipa Cakar Ayam justru
mengexploitir adanya tekanan tanah pasif tersebut. Dari pemikiran ini
saja sudah dapat dipahami bahwa volume beton pada pipa Cakar Ayam akan
kurang (less) jika dibandingkan volume beton pada pipa penguat yang
berarti akan lebih ekonomis.<br />
:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs9Znru8TbSotdYMwEssiP4VRruZaiApr3K9i7CuhDYswc_gU5f0ltyVLBstslZ6L3BOeACOmGaIl6Ik0qZvuMu86R-THYhIbR6NwJXPY2hDvE2KolbXYa6WRZwFdisQpqp4XnsA4XgsA/s1600/Scan10010K.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs9Znru8TbSotdYMwEssiP4VRruZaiApr3K9i7CuhDYswc_gU5f0ltyVLBstslZ6L3BOeACOmGaIl6Ik0qZvuMu86R-THYhIbR6NwJXPY2hDvE2KolbXYa6WRZwFdisQpqp4XnsA4XgsA/s200/Scan10010K.jpg" width="161" /></a></div>
<div style="text-align: justify;">
Periksalah gambar ini.<br />
Gambar dan uraian tercebut dapat dipahami bahwa pelat akan tetap kaku
berkat tekanan pasif yang ada dan ukuran-ukuran dari masing bagian
konstruksi dapat ditentukan dari rumus tersebut<br />
<br />
Juga tampak bahwa sifat2 phisik tanah (physical properties) menentukan
cara positif ukuran-ukuran tersebut. Luas pelat ditetapkan dari
perbandingan muatan dan daya dukung tanah yang diizinkan, yang pada
konstruksi jalan maupun runways sama sekali tidak menimbulkan kesulitan.
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br />
Dibandingkan dengan perhitungan konstruksi pondasi untuk bangunan
gedung, maka perhitungan untuk keperluan runways maupun jalan-jalan raya
adalah jauh lebih mudah karena muatan yang diatasnya adalah kecil.
Sebagai contoh muatan pada runway yang mampu untuk menahan pesawat Jumbo
Jet(Boeing 747) tidak akan melebihi 1 ton/m2 dan untuk jalan raya klas 1
tidak melebihi 0,5 ton/m2. Pula untuk kapasitas runway dikemudian hari
juga tidak terlalu sulit pelaksanaannya karena hanya dengan menambah
tebalnya pelat beton sesuai dengan kebutuhan peningkatan. Sebagai contoh
untuk landasan lapangan terbang Banjarmasin kita pergunakan pipa tengah
sepanjang 1,80 m, pipa tepi 2,00 m, dan tebal pelat 10 cm sedangkan
untuk runway Cengkareng ( 2x3600 mx 60 m) cukup kita pergunakan panjang
pipa yang sama hanya tebal pelat yang menjadi 15 cm tebal pelat-pelat
tsb, sebaiknya ditambah dengan lapisan hot mixed asphalt sebagai lapisan
aus setebal 4 @ 5 cm .<br />
<br />
Jikalau pada runway yang konvensionil hanya sebagian dari runway yang
dibawah roda yang mendukung muatan, maka pada systeem Cakar Ayam secara
teoritis seluruh runway ikut mendukungnya, tetapi dalam perhitungan
dimabil sebagian saja dari runway yang berdekatan dengan lokasi pesawat
terbang. Jadi pada Cakar Ayam ini luas bagian runway yang mendukung
menyesuaikan diri dengan muatan yang ada diatasnya, suatu sifat yang
tidak ada pada runway system konvensionil maupun jenis pondasi lainnya.<br />
<br />
Terhadap benturan kapal terbang pada landasan,pada waktu kapal terbang
mendarat, tidak akan mempengaruhi konstruksi ini karena shock tersebut
sebagian besar telah "dimatikan” oleh pegas dan shock-absorber landing
gear maupun ban udara yang ada dibawahnya. Bila benturan terlalu besar
maka pesawat akan mengalami kerusakan lebih dahulu. Secara teoritis maka
pelat untuk runway ini tidak perlu memerlukan sambungan dillatatie
sehingga tidak menimbulkan benturan kecil pada roda yang terdapat pada
runway beton bertulang yang bersambungan.Untuk keperluan maintenance
dillatatie ini bisa diadakan pada jarak-jarak 100 m.<br />
<br />
Pengaruh dari pada perbedaan suhu telah diperhitungan didalam penentuan
tulangan pelat. Mungkin Saudara-Saudara ingin mehgetahui berapa %
penghematan apabila kita membuat runway Cakar Ayam dibanding dengan
runway konvensionil. Dari perhitungan biaya yang telah dibuat untulk
keperluan lapangan terbang Sjamsudin Noor Banjarmasin kita sampai kepada
angka-angka sbb.<br />
Conventional Cakar Ayam<br />
Rp. 100 A Rp. 68 A- ( biaya) .<br />
470 hari 255 hari ( waktu konstruksi)<br />
Pes. DC. 9 Pes. DC.8 (daya dukung)<br />
Biasa minim (maintenance)</div>
<div style="text-align: justify;">
<a href="http://www.perencanaanstruktur.com/" target="_blank">Sumber </a></div>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-25550345898813360222016-12-11T09:40:00.003-08:002016-12-11T09:40:53.180-08:00Konsep Desain Strong Column Weak Beam <h3 class="post-title entry-title">
</h3>
<div class="post-header">
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBwoJ7C_S2MkWEVl4453Dyz29yuU3-xLe2UgG8gvE0R664-t9ApYxt4d_JQKvP2s7zU7B80PhxiRbwRTxUDRCgbYDPyt8AgbBg53svRQ0Y6_1ENuo6ksUXiBF6ugmIx9W8Ab4F7xs1bvc/s1600/Desain+Strong+Column+Weak+Beam.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBwoJ7C_S2MkWEVl4453Dyz29yuU3-xLe2UgG8gvE0R664-t9ApYxt4d_JQKvP2s7zU7B80PhxiRbwRTxUDRCgbYDPyt8AgbBg53svRQ0Y6_1ENuo6ksUXiBF6ugmIx9W8Ab4F7xs1bvc/s1600/Desain+Strong+Column+Weak+Beam.jpg" width="200" /></a></div>
<div style="text-align: justify;">
<b>Konsep Perencanaan Desain Kolom Kuat Balok Lemah</b> atau yang kebih dikenal dengan istilah <b><i>strong column weak beam concept</i></b>
adalah salah satu cara inovasi desain struktur dengan cara membuat
sistem struktur yang fleksible yang mampu berdeformasi saat terjadi
gempa (memiliki daktilitas yang tinggi) pada jenis perencanaan SRPMK
(Sistem Rangka Pemikul Momen Khusus). Persyaratan yang ketat pun harus
dipenuhi, untuk menghasilkan struktur yang dapat berperilaku daktail
secara SRPMK sesuai dalam SNI 03-2847-2002 bab 23.3.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Faktor reduksi gaya gempa (R) diambil sebesar 8. Hal ini disebabkan
karena struktur SPRMK memiliki sifat yang fleksibel dengan daktilitas
yang tinggi, sehingga bisa direncanakan dengan gaya gempa rencana yang
minimum. Namun kekuatan dan kekakuan dari struktur juga harus
diperhatikan untuk mampu menahan beban rencana, baik beban gravitasi
maupun gempa, dan struktur harus menghasilan story drift
yang sesuai dengan batasan peraturan. Drift dari struktur dihitung
dengan beban terfaktor yang diamplifikasi dengan faktor Cd (SNI
1726-2012 Tabel 9). </div>
<a href="https://www.blogger.com/null" name="more"></a><br />
<div style="text-align: justify;">
Respon yang bersifat daktail diharapkan terjadi pada balok, dan pada saat yang sama<b> tidak boleh terjadi keruntuhan geser</b>.
Keruntuhan geser pada kolom, sangat fatal bagi struktur karena kolom
pada satu lantai menumpu semua lantai di atasnya. Dalam ketentuan SRPMK,
keruntuhan geser dihindari dengan pendekatan desain kapasitas. Gaya
geser yang diperhitungkan bukan hanya berasal dari gaya geser akibat
beban gravitasi (beban hidup, beban mati) tapi juga mempertimbangkan
beban geser yang berasal dari kapasitas momen maksimum balok pada saat
balok mengalami yielding.</div>
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</div>
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Kapasitas disain dalam SRPMK “<b>kolom kuat balok lemah</b>” digunakan
untuk memastikan tidak terjadinya sendi plastis pada kolom selama gempa
terjadi. Konsep mekanis keruntuhan ini disebut mekanisme pergoyangan
balok (<i>beam side sway mechanisme</i>) seperti ditunjukkan pada Gambar berikut.<u><br /></u></div>
<div style="text-align: justify;">
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNeMCJUTtNmOEZnOOaXmS5pWqwCdVyAyddbYFTzWIFmNjLjN4mYxdhTmFb5AUZnvI9q5FrVo_OgW1VmzBxzeuW8A6x5KL-ubrGslnAxTTsHXCj3hROYuuHdEu6MjCG87fJgtZIr_4DqEQ/s1600/Desain+Strong+Column+Weak+Beam.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Desain Kolom Kuat Balok Lemah" border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNeMCJUTtNmOEZnOOaXmS5pWqwCdVyAyddbYFTzWIFmNjLjN4mYxdhTmFb5AUZnvI9q5FrVo_OgW1VmzBxzeuW8A6x5KL-ubrGslnAxTTsHXCj3hROYuuHdEu6MjCG87fJgtZIr_4DqEQ/s1600/Desain+Strong+Column+Weak+Beam.jpg" title="Desain Kolom Kuat Balok Lemah" width="400" /></a></div>
<div style="text-align: center;">
Gambar 1. <i>Beam Side Sway Mechanisme</i></div>
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<br />
<br />
<b>Mekanisme Kerja Strong Column Weak Beam</b><br />
Pada saat struktur mendapat gaya lateral gempa, distribusi kerusakan sepanjang ketinggian bangunan bergantung pada distribusi <i>lateral story drift </i>(simpangan
antar lantai). Jika struktur memiliki kolom yang lemah, simpangan antar
lantai akan cenderung terpusat pada satu lantai (<i>soft story effect</i>) seperti ditunjukkan pada Gambar A. Sebaliknya jika kolom lebih kuat daripada balok (<i>strong column weak beam</i>), maka drift akan tersebar merata dan keruntuhan lokal di satu lantai dapat diminimalkan (Gambar B dan C).</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYzViMuYBaL4hNbvBeuHjg5G7Oy46Slpjfn5KJurzCFNq9-DneMSsuWLIO8W_71Li1dkb62MR7mwTsc0YU5Yts8id2HV34SokqZEilvEj43-HRECZhiU1q2lE0PSU9nEtdyQgd-hUlReY/s1600/Desain+Strong+Column+Weak+Beam.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Desain Strong Column Weak Beam" border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYzViMuYBaL4hNbvBeuHjg5G7Oy46Slpjfn5KJurzCFNq9-DneMSsuWLIO8W_71Li1dkb62MR7mwTsc0YU5Yts8id2HV34SokqZEilvEj43-HRECZhiU1q2lE0PSU9nEtdyQgd-hUlReY/s1600/Desain+Strong+Column+Weak+Beam.jpg" title="Desain Strong Column Weak Beam" width="400" /></a></div>
<div style="text-align: center;">
Gambar 2. Perilaku Struktur saat Mendapat Gaya Lateral Gempa</div>
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</div>
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</div>
<div style="text-align: justify;">
Kinerja struktur terhadap gempa memiliki beberapa masalah yang harus
ditanggapi agar nilai keamanan lebih terjamin. Hubungan balok – kolom
merupakan daerah rawan terhadap gaya lateral terutama gempa. Karena
tempat tersebut merupakan daerah yang memiliki momen dan gaya geser yang
besar yang dapat melelehkan struktur dan terjadi kegagalan.</div>
<div style="text-align: justify;">
<br />
Prinsip <b>kolom kuat balok lemah</b> bisa dicapai dengan memberikan
batasan 6/5 dari Mc/Mb untuk memenuhi syarat minimum tidak terjadinya
sendi plastis pada kolom lantai. Dimana :</div>
<ul style="text-align: justify;">
<li>Mc adalah jumlah momen kapasitas 2 kolom yang bertemu di joint,</li>
<li>Mb adalah jumlah momen kapasitas 2 balok yang menumpu di kolom.<br /><a href="http://www.perencanaanstruktur.com/" target="_blank">Sumber</a></li>
</ul>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-23010066395737471462016-05-21T13:59:00.002-07:002016-05-21T13:59:22.473-07:00Download Ebook Penyeleasian Konstruksi Kayu<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-TPfSN3dqNkU/V0DL95l6qdI/AAAAAAAAAvg/OMns6t_INYA4i7L2Sy3xsx9VgyH5ZiUUgCLcB/s1600/house-1098100_960_720.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="https://1.bp.blogspot.com/-TPfSN3dqNkU/V0DL95l6qdI/AAAAAAAAAvg/OMns6t_INYA4i7L2Sy3xsx9VgyH5ZiUUgCLcB/s320/house-1098100_960_720.jpg" width="320" /></a></div>
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<a href="https://drive.google.com/open?id=0B4j2mMAXq_91bl9felRRNWZGbkE" target="_blank">Download Ebook Penyeleasian Konstruksi Kayu</a><br />
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<a href="http://blog-fiqi.blogspot.co.id/2013/07/download-gratis-buku-dan-ebook-serta.html" target="_blank"><br /></a>
<a href="http://blog-fiqi.blogspot.co.id/2013/07/download-gratis-buku-dan-ebook-serta.html" target="_blank">Sumber</a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-82031378900202518362016-05-21T13:38:00.001-07:002016-05-21T13:38:43.095-07:00Desain Pelat Struktur (Flate System) dengan program SAP 2000 + Gratis Download Buku Tutorial<br />
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Penggunaan element 2D/3D <i>shell </i>perlu digunakan dalam desain struktural seperti pelat lantai dan dinding penahan tanah. Menurut beberapa rujukan desain element pelat beton bertulang dengan FE element<i>shell </i>dikenal dua metode yaitu <i>force method </i>dan <i>resultant method </i>atau lebih dekenal metode <i>wood</i>-<i>armer </i>, perbedaannya yg terakhir memperhitungkan<i>twisting </i>pelat (<i>Mxy</i>) sedangkan pada <i>force method</i> tidak namun memenuhi<i>equilibrium</i>. </span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Beberapa rujukan juga menyatakan pada keadaan umum <i>force method </i>sudah mencukupi, namun pada keadaan khusus pelat yg mengalami torsi besar seperti akibat ketidak simetrisan tepi penumpunya atau adanya beban/tumpuan terpusat sembarang. Indikasi tidak memenuhi penggunaan <i>force method </i>dapat diperkirakan dari perbandingan nilai torsi pelat <i>Mxy </i>terhadap <i>Mx </i>atau <i>My </i>yg lebih besar dari 0,10. Metode <i>moment resultant </i>tersebut direkomendasikan oleh Park&Gamble.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">**SAFE (BeamBot,Top,Left,Rght+flens –> <i>default</i>) Mutu Beton <i>Ec, G, Nu</i> juga dibiarkan <i>default</i>program.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Ditinjau pelat sederhana panel 6×6m, jenis <i>two</i>-<i>ways </i>berikut. Analisa dilakukan dgn program bantu SAFE, kemudian model dan <i>properties </i>di-<i>export </i>ke file S2K agar dapat dihitung dan dibandingkan hasilnya dgn SAP2000 (tidak ada modifikasi atau tambahan input). Digunakan juga pembanding dgn metode yang sederhana dan biasa banyak digunakan yaitu Tabel Koefisien Pelat PBI-71.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Perhitungan dan (<i>Krx</i>, <i>Kry</i>) elemen kolom penumpunya</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Satuan (kN-m)</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Luas penampang, <i>A </i>= 0.3*0.3 = 0.09 m^2</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Inersia, <i>Ikx</i> = <i>Iky </i>= (1/12)*0.3*0.3^3 = 0.000675 m^4</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Tinggi kolom, <i>Lk </i>= 4.0 m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mod. Elastisitas Beton, <i>Ec </i>= 2.5*10^7 MPa</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Kekakuan translasi</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Kt </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= (<i>A</i>*<i>Ec</i>)/<i>Lk </i>= 562500 kN/m’</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Kekakuan rotasi (ujung jepit)</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Krx </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= <i>Kry </i>= (4*<i>Ec</i>*<i>Ik</i>)/<i>Lk </i>= 16875 kN.m/rad (*180/Pi <–drjt)</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Pelat Lantai</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Tebal, <i>tp </i>= 15 cm = 0.15 m</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Lstrip </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 3.0 m (** <i>middle strip</i>)</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Beban Merata</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">- akibat berat sendiri pelat</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">qDead </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= <i>tp</i>*24*<i>Lstrip </i>= 10.8 kN/m’</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><span style="color: black;">Beban merata pada SAFE yang dikonversi menjadi <i>nodal force </i>dalam SAP2000 hasil export.</span></span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">- akibat beban hidup ~400kgf/m^2</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">qLive </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 4*<i>Lstrip </i>= 12 kN/m’</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Kombinasi beban mati dan hidup yg ditinjau (ACI318-95)</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">qUlt</span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">=(1.4*<i>qDead</i>)+(1.7*<i>qLive</i>) = 35.52 kN/m’</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Perhitungan momen rencana pelat (per lebar strip) pada lapangan/positif dihitung manual (dgn SpreadSheet jika node banyak)</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mlap </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 7.7789+8.4742+8.9358+8.9358+8.4742+7.7789</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 50.38 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Perhitungan momen rencana pelat (per lebar strip) dihitung manual dgn Tabel koefisien momen PBI-71</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">- Jika ditinjau tump. elastis (<i>Clx </i>= 36)</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mlap_te </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 0.001*<i>qUlt</i>*<i>Lspan</i>^2*<i>Clx </i>= 46.03392 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">- Jika ditinjau tumpuan sederhana (<i>Clx </i>= 44)</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mlap_ts </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 0.001*<i>qUlt</i>*<i>Lspan</i>^2*<i>Clx </i>= 56.26368 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Keadaan sesungguhnya diantara keduanya karena dimensi balok cukup besar ditambah sayap sehingga kekakuan torsinya akan menahan rotasi tumpuan. Secara konservatif misal diambil nilai tengah</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mlap_avg </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= (<i>Mlap_te</i>+<i>Mlap_ts</i>)/2 = 51.1488 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Sedangkan untuk Momen Negatif jepit tak terduga pada tumpuan, biasa diperhitungkan separuh momen lapangan.</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mtump </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= <i>Mlap_avg</i>/2 = 25.5744 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Dengan menggunakan koefisien maka besarnya momen tumpuan</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">- Jika ditinjau jepit elastis (<i>Ctx</i>=36)</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mtump_te </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 0.001*<i>qUlt</i>*<i>Lspan</i>^2*<i>Ctx </i>= 46.03392 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">- Jika diinjau jepit elastis (<i>Ctx</i>=0)</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mtump_ts </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 0.001*<i>qUlt</i>*<i>Lspan</i>^2*<i>Ctx </i>= 0.00 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Secara konservatif juga misal diambil nilai tengah</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mtump_avg </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= (<i>Mtump_te</i>+<i>Mtump_ts</i>)/2 = 23.01696 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Sekedar untuk perkiraan saja, adanya hubungan antara besarnya momen positif (lapangan) & negatif (tumpuan) terhadap momen totalnya (penjumlahan absolut)</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">- Momen total hasil perhitungan Tabel koefisien momen PBI-71</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mtot </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 51.1488+23.01696 = 74.16576 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">- Momen total Hasil SAFE/SAP2000</span></div>
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<i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Mtot </span></i><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">= 31.07+50.37 = 81.44 kN.m</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Momen rencana hasil program SAFE dan SAP 2000 terlihat selisihnya kecil, SAFE menggunakan nilai terbesar <i>nodal reactive force </i>pada <i>corner nodes </i>element <i>shell </i>yg ditinjau/bertemu. </span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Kesimpulan, kekakuan torsi balok penumpu menahan rotasi sangat berpengaruh pada distribusi momen positif dan negatif strip yang ditinjau. Pada permasalahan sederhana yg ditinjau ini, hasil tabel PBI-71 menunjukkan momen lapangan cukup mendekati dan nilainya diatas hasil program </span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">(aman). Sedangkan pada tumpuan perhitungan tabel koefisien hasilnya <i>underestimate </i>(tidak aman).</span></div>
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<span style="background-color: #f3fbfd; color: #58696c; font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 18.2px;">Lebih lanjut perlu studi penentuan kekakuan torsi balok dan kekakuan lentur kolom cara analitis/empiris, <i>rigid zone </i>kolom, model element <i>solid</i> atau sederhana dgn <i>rigid links</i>. Perlu juga diadakan perbandingan/selisih antara hasil <i>force method </i>dan <i>moment resultant </i>pada keadaan pelat khusus seperti yg disebutkan diawal, juga untuk jenis pelat tanpa balok (<i>flat plate w/o drop pannel</i>) check geser pons juga.</span><br />
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<span style="background-color: #f3fbfd; color: #58696c; font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 18.2px;"><br />Bonus : <a href="https://drive.google.com/open?id=0B4j2mMAXq_91LUZia2l0WC1CV1k" target="_blank">Dwonload <span style="color: #5a5597;">Buku Desain Konstruksi dengan SAP 2000</span></a></span><br />
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<a href="http://struktursipil.blogspot.co.id/" target="_blank">Sumber</a><br />
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<span style="background-color: #f3fbfd; color: #58696c; font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 18.2px;"><br /></span>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-77525843801555250472016-05-21T13:14:00.001-07:002016-05-21T13:14:19.750-07:00Download Ebook Konstruksi Gudang Baja<div class="separator" style="clear: both; text-align: center;">
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<a href="https://drive.google.com/open?id=0B4j2mMAXq_91UHBUdEhoZjlGZVE" target="_blank">Download Ebook Konstruksi Gudang Baja</a><br />
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<a href="http://struktursipil.blogspot.co.id/2013/06/buku-teknik-sipil.html" target="_blank">Sumber</a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-39372561681133284312016-05-21T13:11:00.002-07:002016-05-21T13:11:38.937-07:00Download Ebook Hitungan Pondasi Tapak Bujur Sangkar<div class="separator" style="clear: both; text-align: center;">
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<a href="https://2.bp.blogspot.com/-Zvxdvnrsqbo/V0C87QqKKvI/AAAAAAAAAuY/Lg2_3hf2gjUCL5n2WW3HFD_SUycze9jnwCLcB/s1600/Konfigurasi%2BKuda2%2BGenteng_02.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://2.bp.blogspot.com/-Zvxdvnrsqbo/V0C87QqKKvI/AAAAAAAAAuY/Lg2_3hf2gjUCL5n2WW3HFD_SUycze9jnwCLcB/s320/Konfigurasi%2BKuda2%2BGenteng_02.png" width="320" /></a></div>
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<a href="https://drive.google.com/open?id=0B4j2mMAXq_91T1JWQVZFYXNsSTg" target="_blank">Download Rangka Atap Baja - Type 2</a><br />
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<a href="https://drive.google.com/open?id=0B4j2mMAXq_91dF9la2s0OC1tTDA" target="_blank">Download Rangka Atap Baja - Type 3</a><br />
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<a href="http://struktursipil.blogspot.co.id/2013/06/buku-teknik-sipil.html" target="_blank">sumber</a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-81055218458253407322016-05-20T09:19:00.000-07:002016-05-20T09:19:49.975-07:00Mengenal Lebih Dekat Struktur Bambu<h3 class="post-title entry-title">
Mengenal Lebih Dekat Struktur Bambu
</h3>
<div class="post-header">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtMkAKdXD0RaVcin-dtQ7G2KAYKKySs96E-5cFiQ41okl10CSlb55kb_PEqC8uQTAKGYNFAJBiQDnsKBBBCv43rFoM5KsDPbOTuEA9S3nQ90EKfP8U4Vyft_5lA3riYZkkxb7poEezLQc/s1600/green_school_bali4.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtMkAKdXD0RaVcin-dtQ7G2KAYKKySs96E-5cFiQ41okl10CSlb55kb_PEqC8uQTAKGYNFAJBiQDnsKBBBCv43rFoM5KsDPbOTuEA9S3nQ90EKfP8U4Vyft_5lA3riYZkkxb7poEezLQc/s200/green_school_bali4.jpg" width="200" /></a></div>
<div style="text-align: justify;">
Struktur
kayu khususnya bambu memang dapat dibilang kalah populer dibanding
struktur baja atau struktur beton, sehingga saat kita melihat bangunan
dengan struktur kayu atau bambu rasanya jadi takjub sendiri. Naah,
itulah yang saya alami saat diundang rapat di salah satu Rumah Makan
unik di Yogyakarta oleh <a href="http://www.facebook.com/people/Teria-Anarghati/100002632896099">Om Irawan</a> dan <a href="http://www.facebook.com/people/Teria-Anarghati/100002632896099">Tante Teri</a>, Dosen UGM dan Owner dari bimbingan belajar inggris anak “<a href="http://www.happyhoneybeejogja.co.cc/">Happy Honey Bee</a>”.<br />
<br />
Banyak temen- temen saya yang bilang… “Ih…, kamu tuh temennya kok Tante
dan Om- om sih…” Hahahahaha… Ya yang namanya bergaul kan boleh dengan
siapa sajaa, lagipula justru saya banyak belajar dari orang- orang
dewasa. Betuuul…? <br />
<a href="https://www.blogger.com/null" name="more"></a>:D</div>
<div style="text-align: justify;">
<br />
Mungkin hanya beberapa orang di Indonesia ini saja yang dapat
membanggakan struktur kayu rancangannya. Itu saja dikarenakan arsiteknya
memang menginginkannya Ketidak-populeran struktur kayu, ternyata tidak
hanya terjadi di dunia praktisi (proyek lapangan). Kalaupun ada, maka
umumnya struktur kayu tersebut hanya dijumpai pada pembuatan bangunan
non-permanen. Maklum konstruksi kayu khan hanya mengandalkan kayu hasil
tebangan hutan, apa adanya. Kayu yang baik mahal harganya sehingga sudah
kalah ekonomis dengan baja ringan. </div>
<div style="text-align: justify;">
<br />
Padahal di luar sana, di Kanada, Swedia, Jepang, Cina, dan Amerika
Selatan, konstruksi kayu dan bambu berkembang pesat menuju era yang
belum pernah ada di negeri ini. Kita ini sangat tertinggal. Jadi kalau
melihat negeri ini, yang struktur kayunya kembang kempis, hanya
berkembang pada taraf finishing untuk memenuhi kebutuhan arsitek saja.
Padahal kayu dan bambu memiliki banyak kelebihan dibandingkan dengan
material lain. Tabel berikut ini menunjukkan kuat mekanik bahan material
konstruksi : </div>
<br />
<div style="text-align: left;">
<b>Tabel Perbandingan Kuat Mekanik Beberapa Bahan Material Konstruksi</b></div>
<div style="text-align: left;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0"><tbody>
<tr><td rowspan="2" style="text-align: center;"><b>Material</b></td> <td style="text-align: center;" width="81"><b>Berat Jenis (BJ)</b></td> <td style="text-align: center;" width="81"><b>Modulus Elastis</b></td> <td colspan="2" style="text-align: center;" width="163"><b>Kuat </b>(MPa)</td> <td rowspan="2" style="text-align: center;" width="89"><b>Rasio Kuat /</b><b>BJ (1E+6 * 1/mm)</b></td> </tr>
<tr> <td style="text-align: center;" width="81">(kg/m<sup>3</sup>)</td> <td style="text-align: center;" width="81">(MPa)</td> <td style="text-align: center;" width="81"><b>Leleh </b></td> <td style="text-align: center;" width="81"><b>Ultimate </b></td> </tr>
<tr> <td style="text-align: center;" valign="top">Serat karbon</td> <td style="text-align: center;" width="81">1760</td> <td style="text-align: center;" width="81">150,305</td> <td style="text-align: center;" width="81">-</td> <td style="text-align: center;" width="81">5,650</td> <td style="text-align: center;" width="89">321</td> </tr>
<tr> <td style="text-align: center;" valign="top">Baja A 36</td> <td style="text-align: center;" width="81">7850</td> <td style="text-align: center;" width="81">200,000</td> <td style="text-align: center;" width="81">250</td> <td style="text-align: center;" width="81">400 – 550</td> <td style="text-align: center;" width="89">5.1 – 7.0</td> </tr>
<tr> <td style="text-align: center;" valign="top">Baja A 992</td> <td style="text-align: center;" width="81">7850</td> <td style="text-align: center;" width="81">200,000</td> <td style="text-align: center;" width="81">345</td> <td style="text-align: center;" width="81">450</td> <td style="text-align: center;" width="89">5.7</td> </tr>
<tr> <td style="text-align: center;" valign="top">Aluminum</td> <td style="text-align: center;" valign="top" width="81">2723</td> <td style="text-align: center;" valign="top" width="81">68,947</td> <td style="text-align: center;" valign="top" width="81">180</td> <td style="text-align: center;" valign="top" width="81">200</td> <td style="text-align: center;" valign="top" width="89">7.3</td> </tr>
<tr> <td style="text-align: center;" valign="top">Besi cor</td> <td style="text-align: center;" valign="top" width="81">7000</td> <td style="text-align: center;" valign="top" width="81">190,000</td> <td style="text-align: center;" valign="top" width="81">-</td> <td style="text-align: center;" valign="top" width="81">200</td> <td style="text-align: center;" valign="top" width="89">2.8</td> </tr>
<tr> <td style="text-align: center;" valign="top"><span style="color: red;">Bambu</span></td> <td style="text-align: center;" valign="top" width="81"><span style="color: red;">400</span></td> <td style="text-align: center;" valign="top" width="81"><span style="color: red;">18,575</span></td> <td style="text-align: center;" valign="top" width="81"><span style="color: red;">-</span></td> <td style="text-align: center;" valign="top" width="81"><span style="color: red;">60*</span></td> <td style="text-align: center;" valign="top" width="89"><span style="color: red;">15</span></td> </tr>
<tr> <td style="text-align: center;" valign="top"><span style="color: blue;">Kayu</span></td> <td style="text-align: center;" valign="top" width="81"><span style="color: blue;">640</span></td> <td style="text-align: center;" valign="top" width="81"><span style="color: blue;">11,000</span></td> <td style="text-align: center;" valign="top" width="81"><span style="color: blue;">-</span></td> <td style="text-align: center;" valign="top" width="81"><span style="color: blue;">40*</span></td> <td style="text-align: center;" valign="top" width="89"><span style="color: blue;">6.25</span></td> </tr>
<tr> <td style="text-align: center;" valign="top">Beton</td> <td style="text-align: center;" valign="top" width="81">2200</td> <td style="text-align: center;" valign="top" width="81">21,000 – 33,000</td> <td style="text-align: center;" valign="top" width="81">-</td> <td style="text-align: center;" valign="top" width="81">20 – 50</td> <td style="text-align: center;" valign="top" width="89">0.9 – 2</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA08zLU8LlbIf4kAIaS_ewHLfRfSbEN79hSKqzg1-ScJAoUqyuB2ux8o06ja9x7Eyu0EIcaI28hzwdGFcuFstQpdE2MtuSTJlvk-sdZFsG_AnWWSILWMOceTvyFlxaEM6AUE-Vp34ohjc/s1600/1.jpg" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
Coba perhatikan Tabel di atas. Tabel tersebut saya ambil dari
makalahnya Pak Wiryanto Dewobroto di Gran Melia. Perhatikan rasio kuat
dibanding berat volumenya. Paling tidak efisien adalah beton, sedangkan
kayu mempunyai efisiensi lebih tinggi dibanding baja. Itu menunjukkan
pada berat yang sama maka kayu mempunyai kekuatan yang lebih baik. Kayu
hanya bisa dikalahkan oleh material bambu. Ini jelas suatu potensi yang
tidak dapat diabaikan jika digunakan kayu sebagai material konstruksi.<br />
Berikut saya tunjukkan konstruksi bambu yang ada di lokasi :<br />
<br />
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA08zLU8LlbIf4kAIaS_ewHLfRfSbEN79hSKqzg1-ScJAoUqyuB2ux8o06ja9x7Eyu0EIcaI28hzwdGFcuFstQpdE2MtuSTJlvk-sdZFsG_AnWWSILWMOceTvyFlxaEM6AUE-Vp34ohjc/s1600/1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA08zLU8LlbIf4kAIaS_ewHLfRfSbEN79hSKqzg1-ScJAoUqyuB2ux8o06ja9x7Eyu0EIcaI28hzwdGFcuFstQpdE2MtuSTJlvk-sdZFsG_AnWWSILWMOceTvyFlxaEM6AUE-Vp34ohjc/s400/1.jpg" width="400" /></a></div>
<div style="text-align: center;">
Gambar 1. Desain Tempat Parkir dengan Struktur Bambu</div>
<div style="text-align: center;">
<br /></div>
Sekilas terlihat simple tapi pengerjaannya justru lebih ribet loh…
Ini saya perlihatkan detail hubungan antara bambu dengan base plate
sebagai dudukan pondasinya :<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBibIfZGlgGC1anQ3Cg74DV166MhryqxiFwScdHcUhweaEDE8ZbVd_44nB3ycmLO6xs1_i0lKJEnqhDn0LZ-avu_B4N7HQnif8NI3jn-Edxg6_eCRh51NzMzmgwn-rj3U0OXWX7TPjfIw/s1600/2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBibIfZGlgGC1anQ3Cg74DV166MhryqxiFwScdHcUhweaEDE8ZbVd_44nB3ycmLO6xs1_i0lKJEnqhDn0LZ-avu_B4N7HQnif8NI3jn-Edxg6_eCRh51NzMzmgwn-rj3U0OXWX7TPjfIw/s400/2.jpg" width="400" /></a></div>
<div style="text-align: center;">
Gambar 2. Detail Hubungan Antara Bambu Dengan Base Plate Sebagai Dudukan Pondasinya</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlgfo_Qr-wqEinzSRWE1X_iOi0X1vBHZhpghQB2rz4V1HXr9lunrqdRfoLOqeshS_kCIGADNbwFUnXPGcRqfkywmlKIwjlsSqLaQsovatTTrG4saPgHjEujvrH3YTksdqW4dqWSM-7iDU/s1600/3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlgfo_Qr-wqEinzSRWE1X_iOi0X1vBHZhpghQB2rz4V1HXr9lunrqdRfoLOqeshS_kCIGADNbwFUnXPGcRqfkywmlKIwjlsSqLaQsovatTTrG4saPgHjEujvrH3YTksdqW4dqWSM-7iDU/s400/3.jpg" width="400" /></a></div>
<div style="text-align: center;">
Gambar 3. Kuda- kuda Bambu yang Diletakkan di Kolom Beton</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBZ0tZVtj_Kdxe_VFVnYSFnKKkEYWxd4MwS-A4lJmlhkDcEXoN107dJPDDsATyzpwMTF4WK8JxQ2Q9FiCjl05wjeuVKS_d-1fBVTIYBVJRldTu8htjF6LBu21tFx23iW1kBGZq8Ac89J0/s1600/4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBZ0tZVtj_Kdxe_VFVnYSFnKKkEYWxd4MwS-A4lJmlhkDcEXoN107dJPDDsATyzpwMTF4WK8JxQ2Q9FiCjl05wjeuVKS_d-1fBVTIYBVJRldTu8htjF6LBu21tFx23iW1kBGZq8Ac89J0/s400/4.jpg" width="400" /></a></div>
<div style="text-align: center;">
Gambar 4. Hubungan Kuda- kuda Bambu dengan Kolom Beton</div>
<div style="text-align: center;">
<br /></div>
Kurang jelas ya… Ini saya tunjukkan detail sambungannya.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWb97UYiwi6Y-EhG0laOvH_YB2hidGEs3JF6k0GO7pSYXEq3CGh4852l7ckoe1B795Y3Jjx6BaIeUBambHAvsnzNT45C7NryzxdPFXsJXKd7oqT0ta1uJTXD6q465e8rhQTjHi7zr37Zg/s1600/5.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWb97UYiwi6Y-EhG0laOvH_YB2hidGEs3JF6k0GO7pSYXEq3CGh4852l7ckoe1B795Y3Jjx6BaIeUBambHAvsnzNT45C7NryzxdPFXsJXKd7oqT0ta1uJTXD6q465e8rhQTjHi7zr37Zg/s400/5.jpg" width="400" /></a></div>
<div style="text-align: center;">
Gambar 5. Detail Hubungan Kuda- kuda Bambu dengan Kolom Beton</div>
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<br /></div>
Untuk mengantisipasi lapuknya bambu dan sebagai perlindungan dari
rayap, maka pondasi bawahnya tetap menggunakan beton begitu pula dengan
balok pemikul untuk dudukan lantai. Berikut fotonya :<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8G0jQRwZjIkn5yZwFsYgRqcUSMKlV-SvR2zlfpJb65wn4qglnSCxF7IwZLg9f0W6eFqZtNaZFBNKjdD0EGoferPVrhxWAGgQvyrJUO1q9t5lWM9rT7kp1GrdCMU79TmSmdBGJ8DGOs2Q/s1600/6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8G0jQRwZjIkn5yZwFsYgRqcUSMKlV-SvR2zlfpJb65wn4qglnSCxF7IwZLg9f0W6eFqZtNaZFBNKjdD0EGoferPVrhxWAGgQvyrJUO1q9t5lWM9rT7kp1GrdCMU79TmSmdBGJ8DGOs2Q/s400/6.jpg" width="400" /></a></div>
<div style="text-align: center;">
Gambar 6. Detail Hubungan Pondasi ke Balok Pemikul Lantai Bambu</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw9iecToNuQfhM-rWpLbKEacoukgWmWFd8QzYpEWPpd7AGdJXsK9UOH_sBkDMwzBkyRcaaIgHa2Z2dFbSxfR1aqEazle84b39S4NIJ5xwt2jY8PhyDvlIBZ2AvS4jcU9TcWJePjCXPUbk/s1600/300720113658.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw9iecToNuQfhM-rWpLbKEacoukgWmWFd8QzYpEWPpd7AGdJXsK9UOH_sBkDMwzBkyRcaaIgHa2Z2dFbSxfR1aqEazle84b39S4NIJ5xwt2jY8PhyDvlIBZ2AvS4jcU9TcWJePjCXPUbk/s400/300720113658.jpg" width="400" /></a></div>
Gambar 7. Balok- balok yang Didesain untuk Menahan Lantai Bambu</div>
Dan
ini desain yang paling saya sukai, tempat lesehan dengan pilar- pilar
bambu yang dibuat secara melingkar dan diikatkan ke gordingnya.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGdSGBx-ZqCjG1BXqKrwCHXGe9-rXudQe-YCqrKt2L54IKIqJPwubsB6W049qq8M8yixia8iuM28U0Fc5vRMDPXXZ2Qc7Ak0GQsBw4CE1roI1vC3wSoOdM_b4Woo0ZbgIOUmhA4CcUO7M/s1600/7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGdSGBx-ZqCjG1BXqKrwCHXGe9-rXudQe-YCqrKt2L54IKIqJPwubsB6W049qq8M8yixia8iuM28U0Fc5vRMDPXXZ2Qc7Ak0GQsBw4CE1roI1vC3wSoOdM_b4Woo0ZbgIOUmhA4CcUO7M/s400/7.jpg" width="400" /></a></div>
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Gambar 7. Desain Pilar- pilar Bambu yang dibuat melingkar dan diikatkan ke Gording</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ruOe4TkxyMtNrmDEygfKC0q8ss7mOgydayuiq3wFnygs3Ps_zkL4o8egaxrViPJxY2hgbWiIs_GUU3HKqF-akGs2Om4ovp_iQrlCghRRuiQgr0CLyK-6OjgS3zsy10YiY4iurHjHlrw/s1600/8.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ruOe4TkxyMtNrmDEygfKC0q8ss7mOgydayuiq3wFnygs3Ps_zkL4o8egaxrViPJxY2hgbWiIs_GUU3HKqF-akGs2Om4ovp_iQrlCghRRuiQgr0CLyK-6OjgS3zsy10YiY4iurHjHlrw/s400/8.jpg" width="400" /></a></div>
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Gambar 8. Desain Pilar- pilar Bambu yang dibuat melingkar dan diikatkan ke Gording<br />
<br />
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Dan ini bentuk- bentuk rumah unik dari bambu yang telah jadi… </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl2KRy7Qlchl6exmfkdLGisKzUr1Aq4jO7qmZFXo9HIcW5GM6yvKPZThBzf9rK0iF4djMI-3-kYxnMUmRHwFL0a8V0lGvDPlnA54BeT17qzRvOi32Nm_c-t_B20p0wfWHT6ZdXd-mzU90/s1600/300720113650.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl2KRy7Qlchl6exmfkdLGisKzUr1Aq4jO7qmZFXo9HIcW5GM6yvKPZThBzf9rK0iF4djMI-3-kYxnMUmRHwFL0a8V0lGvDPlnA54BeT17qzRvOi32Nm_c-t_B20p0wfWHT6ZdXd-mzU90/s400/300720113650.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWC_rvEmjRG2xJ8fktrQ48X7FmggX3ad8HaDImb31iu6lPMsntH83ntjH026TxW9U8jrSeq9utWzveNW33l2FPM7bDiDrw5X4WzeKr6KPBC9R1bPh-Kc40WXcSzx3yuqDIIdqlOopCfdk/s1600/300720113653.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWC_rvEmjRG2xJ8fktrQ48X7FmggX3ad8HaDImb31iu6lPMsntH83ntjH026TxW9U8jrSeq9utWzveNW33l2FPM7bDiDrw5X4WzeKr6KPBC9R1bPh-Kc40WXcSzx3yuqDIIdqlOopCfdk/s400/300720113653.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy6EcGpRM7cHgJqjWwAs1fH5-wq2YUZ4qhaVdYJ-AIvXoeWvnR6MyIkxmnxr6jsm4KKTR6QVdUFactKrk3Ut9jWoP17UGmjBlY7CKN-ul655lROpQhBqBJX1WcRwwPGEtBCoFAK15NDbg/s1600/300720113667.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy6EcGpRM7cHgJqjWwAs1fH5-wq2YUZ4qhaVdYJ-AIvXoeWvnR6MyIkxmnxr6jsm4KKTR6QVdUFactKrk3Ut9jWoP17UGmjBlY7CKN-ul655lROpQhBqBJX1WcRwwPGEtBCoFAK15NDbg/s400/300720113667.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAIG1-hZtVDzDMJ_hwOLZAxltIQrn2lCbfVu4c3ubKYx-pIJHJdZvrg63FR3d2otO5VNIBTgwUJ159g0S7e9f9uHZ4KasypWM6DAXC8-gTExbdu29LBgWeGtr5pMlUX9VBG3mqYu8SRVw/s1600/300720113648.jpg" style="margin-left: 1em; margin-right: 1em;"><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAIG1-hZtVDzDMJ_hwOLZAxltIQrn2lCbfVu4c3ubKYx-pIJHJdZvrg63FR3d2otO5VNIBTgwUJ159g0S7e9f9uHZ4KasypWM6DAXC8-gTExbdu29LBgWeGtr5pMlUX9VBG3mqYu8SRVw/s1600/300720113648.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAIG1-hZtVDzDMJ_hwOLZAxltIQrn2lCbfVu4c3ubKYx-pIJHJdZvrg63FR3d2otO5VNIBTgwUJ159g0S7e9f9uHZ4KasypWM6DAXC8-gTExbdu29LBgWeGtr5pMlUX9VBG3mqYu8SRVw/s400/300720113648.jpg" width="400" /></a></div>
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Berbicara tentang kayu dan bambu, menurut<a href="http://www.moriscobamboo.com/"> Prof Morisco</a>
bambu unggul dari sisi penyiapan bahannya, dimana bambu relatif lebih
cepat tumbuh dibanding pohon kayu yang digunakan untuk material
konstruksi. Adapun kelemahan bambu yang relatif kecil dibanding pohon
kayu, dapat diatasi dengan dibuatnya laminasi (penggabungan dan
penyambungan) balok bambu.</div>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-48314566243739870632016-05-18T06:55:00.003-07:002016-05-18T07:10:09.889-07:00Download Modul SAP2000<br />
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<a href="https://3.bp.blogspot.com/-LKrPGdgNNfM/Vzx3O88e6kI/AAAAAAAAAuE/fnVfCvkVAFUGHDLiRUHqGvjl-F_fHXHpACLcB/s1600/aygaz.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-LKrPGdgNNfM/Vzx3O88e6kI/AAAAAAAAAuE/fnVfCvkVAFUGHDLiRUHqGvjl-F_fHXHpACLcB/s320/aygaz.jpg" width="262" /></a></div>
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<a href="https://drive.google.com/file/d/0B4j2mMAXq_91TEppOHRwYmhaVjA/view?usp=sharing" target="_blank">Download Pengenalan SAP2000</a> modul 1<br />
<a href="https://drive.google.com/file/d/0B4j2mMAXq_91SzE1c29UU09vSkU/view?usp=sharing" target="_blank">Download Bangunan Rangka SAP2000</a> modul 2<br />
<a href="https://drive.google.com/file/d/0B4j2mMAXq_91TVZUbnMtVHlZQVE/view?usp=sharing" target="_blank">Dowload Bangunan Portal SAP2000</a> Modul 3<br />
<br />Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-49414011246745989212016-02-24T18:42:00.000-08:002016-05-20T09:59:25.390-07:00Seberapa Besar Keuntungan Kontraktor..? <br />
<h3 class="post-title entry-title">
</h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYAK_oDhvRBA1f5LAVXhGHdPj49VNeclK1bPeN0_vnAVKtM7ybw781il1D__3VDWmXQi5Q0AvyB2DvANYG48mogANKQOoHtlSbs0ajGwgyAaTh20J-PO-ib0kRZ4x03svxULIA8NDVIvk/s1600/profile-contractor.gif" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYAK_oDhvRBA1f5LAVXhGHdPj49VNeclK1bPeN0_vnAVKtM7ybw781il1D__3VDWmXQi5Q0AvyB2DvANYG48mogANKQOoHtlSbs0ajGwgyAaTh20J-PO-ib0kRZ4x03svxULIA8NDVIvk/s200/profile-contractor.gif" width="200" /></a></div>
Sering
kali kita dengar teman- teman atau sahabat kita yang berkata : “Wah,
dah jadi kontraktor nih..!!” Kaya dong sekaraaang…” Nah, apa memang
benar demikian…? Apakah gaji kontraktor itu memang sebesar itu..? Nah,
sekarang coba kita bahas…. </div>
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<br /></div>
<div style="text-align: justify;">
Fakta yang akan diberikan adalah data rasio profitabilitas operational margin dan ROE (<i>Return On Equity</i>).
Sebenarnya masih ada beberapa rasio profitabilitas yang lain, tapi 2
rasio itu dianggap cukup mewakili. ROE diambil karena ROE adalah
indikator utama rasio profitabilitas. Maksudnya jika ROE baik maka rasio
yang lain juga baik. <b>ROE adalah tingkat pengembalian dari bisnis atas seluruh modal yang ada</b>.
Rumus ROE = Laba bersih / Total Ekuitas (modal). ROE merupakan salah
satu indikator yang digunakan pemegang saham untuk mengukur keberhasilan
bisnis yang dijalani. <br />
<a href="https://www.blogger.com/null" name="more"></a><br />
<a name='more'></a><br />
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Jika Kami bagi sample nya dalam 3 kategori pelaku utama proyek, yaitu :
Kontraktor, Developer (Owner), dan Supplier/ Produsen. Khusus konsultan
perencana atau Manajemen Konstruksi (MK) tidak Kami tampilkan, karena
omset mereka kecil dan hampir tidak ada yang listing di bursa saham.
Maklum, data- data ini diambil dari laporan keuangan salah satu broker
di BEI (Bursa Efek Indonesia)<br />
<br />
Tidak ada metode statistik apapun yang dipakai selain rata- rata /
average. Simpel aja, tinggal lihat data berbicara. Sample yang diambil
pun tidak banyak, hanya beberapa yang mudah-mudahan mewakili. Nanti akan
Kami bandingkan unsur rasio profitabilitas dengan data tingkat risiko
yang mereka hadapi dalam menjalankan bisnis mereka. Kita lihat saja
korelasinya. (Data dalam prosentase)</div>
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<img alt="" 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" /><br />
<br /></div>
<div style="text-align: justify;">
Berdasarkan data- data di atas, dapat disimpulkan beberapa fakta berikut:</div>
<ol style="text-align: justify;">
<li>Rata-rata operational margin, tertinggi adalah Developer dan terendah Kontraktor.</li>
<li>Rata- rata ROE, tertinggi kontraktor dan terendah Developer.</li>
<li>Operasional margin tertinggi adalah supplier semen, disusul
depelover dan yang terendah adalah kontraktor swasta, supplier kabel,
dan kontraktor BUMN.</li>
<li>ROE tertinggi adalah produsen semen lalu supplier sanitair merk
TOTO. Sedangkan ROE terendah adalah Produsen Aluminium merk INDAL,
supplier keramik, dan Developer.</li>
<li>Perusahaan paling stabil dan tinggi dalam meraih keuntungan adalah perusahaan produsen semen dan supplier sanitair merk TOTO.</li>
<li>Perusahaan yang tetap memberikan keuntungan cukup pada masa krisis
keuangan global 2008 adalah Kontraktor BUMN, Supplier semen, supplier
besi rakitan Lionmesh, Supplier sanitair merk TOTO, dan supplier kaca
merk Asahimas. </li>
<li>Perusahaan paling terpuruk selama masa krisis keuangan global adalah
supplier kabel, supplier aluminium, supplier keramik, dan kontraktor
swasta.</li>
</ol>
<div style="text-align: justify;">
Secara operational keuntungan
kontraktor itu kecil. Hal ini mungkin disebabkan oleh banyaknya risiko
yang terjadi pada kontraktor. Penyebab lainnya yang mungkin adalah
tingkat kompetisi yang begitu ketat. ROE lebih tinggi mungkin karena
kontraktor tidak memerlukan modal yang cukup besar dalam menjalankan
usahanya. Adanya uang muka dalam proyek menyebabkan tidak diperlukannya
modal yang besar. Lebih tingginya rasio ROE juga bisa disebabkan adanya
penghasilan lain- lain kontraktor tersebut. Walaupun lebih tinggi dari
operational margin, namun ROE kontraktor masih di bawah rata-rata
produsen.<br />
<br />
Kontraktor BUMN umumnya sudah mencadangkan biaya risiko (risk
contigency) sekitar 2-5% tergantung dari analisis risikonya di luar
keuntungan. Sehingga jika tidak ada risiko yang terjadi di luar dugaan
atau risiko terkendali dengan baik, maka rencana keuntungannya relatif
terjaga dikisaran 5-10%. Jika ada risiko tinggi yang terjadi, maka
rencana keuntungan akan menurun bahkan merugi. Untuk kontraktor swasta,
apalagi menengah ke bawah kemungkinan tidak mencadangkan. Sehingga
ketika terjadi risiko tinggi yang tak terkendali, kontraktor itu
umumnya merugi dan rasio profitabilitas turun.<br />
<br />
Developer mendapatkan keuntungan operational tinggi (dilihat dari
operasional margin) ternyata memiliki ROE yang rendah. Hal ini mungkin
disebabkan oleh beberapa sebab:</div>
<ol>
<li>Beban bunga bank yang cukup tinggi.</li>
<li>Modal awal yang besar.</li>
<li>Biaya lain-lain yang besar.</li>
</ol>
<div style="text-align: justify;">
Kebanyakan supplier / produsen
profitnya cenderung stabil dan cukup tinggi. Hal ini bisa jadi karena
mereka nyaris tidak tersentuh oleh risiko pelaksanaan proyek. Pesanan
sudah standard atau sudah ada gambar yang jelas. Kecil kemungkinan salah
produksi. Kecuali mungkin untuk produsen keramik dimana tingkat
kegagalan produksi agak tinggi dan barang mereka agak rawan pecah atau
cacat. Di samping bahwa mereka kadang- kadang memproduksi type keramik
yang belum tentu laku di pasaran. Barangkali itu yang membuat
profitabilitas mereka kurang baik / tidak stabil. Beda dengan semen yang
tidak mungkin tidak terpakai kecuali proses handling tidak baik
sehingga semen mengeras.<br />
<br />
Ada satu pertanyaan yang belum terjawab. Kenapa produsen semen dan
produsen TOTO menghasilkan keuntungan yang cukup tinggi? saya cuma asal
jawab aja bahwa produsen semen itu ada unsur Kartel. Ingat bahwa semen
selalu langka pada akhir dan awal tahun, akibatnya harga melonjak
tinggi. Lalu TOTO itu karena produknya bagus, dan belum ada kompetitor
yang kuat bagi TOTO. Hampir semua spesifikasi perencanaan gedung
menggunakan TOTO. Yah, agak monopoli harga (walau discount sampai 55%)
tapi tidak 100% monopoli karena mereka memang menguasai pasar.<br />
<br />
Kami akan sampaikan suatu hasil penelitian yang memetakan tingkat risiko
yang dipikul oleh pelaku proyek yang dihubungkan dengan tingkat
kreatifitasnya.</div>
<div style="text-align: center;">
<img alt="" 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" /></div>
Umumnya
konsultan memiliki risiko yang rendah kecuali konsultan arsitek. Ini
kalau di luar negri lhoo…Kemudian kontraktor / subkontraktor M/E di
level medium risk. Developer, kontraktor, dan Arsitek memiliki risiko
yang tinggi. Saya rasa antara hasil penelitian dan kenyataan di lapangan
sudah sesuai. Memang ternyata kontraktor itu tidak untung gede karena
risiko yang tinggi dan minim ide kreatifitas.<br />
<br />
Jadi, Apakah Anda masih beranggapan kontraktor itu untungnya banyak?
masih ingin mempertahankan opini Anda atau malah tertarik mau jadi
supplier / produsen semen atau sanitair yang untung banyak dan anti
krisis keuangan? hehehe…<br />
<a href="http://proyekita.com/" target="_blank">sumber </a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-33613981717518897042015-06-15T09:12:00.001-07:002015-06-15T09:12:56.483-07:00Cara Mengatasi Demam Panggung 2Pernahkah kamu menjadi MC pada suatu acara dan dituntut untuk berbicara di depan banyak orang? Pernahkah merasa grogi atau <i>nervous</i> atau mengalami demam panggung saat harus berbicara di depan orang banyak? Saya yakin pernah.<br />
<br />
Demam panggung adalah kekhawatiran, ketakutan, atau <i>phobia</i> yang
berhubungan dengan penampilan di depan penonton atau kamera. Bentuk
ketakutan ini dapat mendahului atau menyertai penampilan. Demam panggung
juga ditemukan pada olahragawan. Dalam kasus ini ketakutan bahwa mereka
akan berprestasi lebih rendah dari harapan penonton.<br />
<br />
Demam panggung itu hal yang lumrah dialami setiap orang dan bisa dialami
oleh semua orang, bahkan oleh orang yang telah terbiasa bicara di depan
banyak orang. Demam panggung adalah reaksi tubuh yang dialami oleh 75
persen orang dewasa.<br />
<br />
Ketika berada di atas panggung mereka tiba-tiba merasa jantung berdetak
lebih kencang, napas menjadi lebih cepat, dan hal lainnya. Sebenarnya,
reaksi ini adalah cara alami yang dilakukan oleh tubuh kita ketika
dihadapkan dengan situasi yang menyebabkan <i>stress</i>.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-cOug3Q2657M/VDKoV-YOw7I/AAAAAAAABOU/9NyL8JkI290/s1600/Snap%2B2014-10-06%2Bat%2B21.32.33.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="414" src="http://2.bp.blogspot.com/-cOug3Q2657M/VDKoV-YOw7I/AAAAAAAABOU/9NyL8JkI290/s1600/Snap%2B2014-10-06%2Bat%2B21.32.33.png" width="640" /></a></div>
<br />
Sebelum seseorang menjadi pembicara handal pastilah pernah menjadi
pembicara yang biasa-biasa saja. Namun, ketekunanlah yang harus
dilakukan, maka kamu bisa berpidato dengan baik dan lancar. Tentu saja
diiringi belajar dan berlatih secara intensif, dan bisa menunjukkan
bahwa kamu harus bisa melakukannya. Dengan semangat membaja serta agar
dapat menggapai sejuta impian, seseorang punya semangat untuk maju.<br />
<blockquote class="tr_bq">
Tahukah kamu apa saja sih yang menyebabkan demam panggung itu? Penyebab
mengalami demam panggung adalah pengalaman kamu yang kurang dan
keberanian menaklukan hati sangat minim.</blockquote>
Kadang kamu masih melemparkan pada orang lain padahal hal itu adalah
kesempatan emas yang dapat menjadi pembelajaran bagimu untuk
mengembangkan ilmu dan belajar menentang ketakutan yang ada pada diri
sendiri. Sayang sekali ya kalau dimanfaatin dengan baik.<br />
<br />
Selain itu, masalah materi pembicaraan kadang jadi sumber untuk mencari
alasan agar terhindar tampil di depam umum. “Saya gak siap, takut, <i>minder</i> dan deg-degan serta grogi dilihat orang banyak,” itu kalimat yang sering dilontarkan. Banyak <i>deh</i> alasannya. Nah.. kurangnya pengalaman tersebut menjadi penyebab utama demam panggung<br />
<br />
Ciri-ciri orang yang mengalami demam panggung itu bagaimana sih?
Ciri-ciri orang yang sedang mengalami demam panggung adalah tangannya
akan berkeingat, jantung berdetak dan berlari-lari kencang, perasaan tak
tenang, rasa gelisah yang tinggi, ingin buang air terus-menerus, pipi
merona merah dan lain-lain.<br />
<br />
Beberapa akibat dari demam panggung adalah gemetar pada tangan dan kaki,
diare, mulut kering. Demam panggung dapat menimpa siapa saja, dari
pemula sampai yang sudah berpengalaman. Ini adalah langkah pertama untuk
mengatasi demam panggung. Kamu perlu sadar bahwa ada hal-hal yang tidak
bisa dikendalikan, dan ada hal-hal yang bisa dikendalikan. Untuk
hal-hal yang tidak bisa kamu kendalikan, ya pasrah saja.<br />
<br />
Apakah kamu bisa mengendalikan respon penonton? Apakah bisa mengendalikan cuaca? Mengendalikan gangguan listrik? Tentu <i>nggak</i>kan.
Mengkhawatirkan hal-hal kayak gini tuh percuma, karena walaupun itu
betul-betul kejadian, kamu juga nggak akan sanggup mencegahnya. Nah
bagaimana mengatasi demam panggung? Berikut adalah tips cara mengatasi
demam panggung.<br />
<br />
<b><span style="font-size: large;">Percaya Diri</span></b><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-Kn_vhhtpuLI/VDKqNz28kjI/AAAAAAAABOg/inF0L4vuRK8/s1600/Snap%2B2014-10-06%2Bat%2B21.39.03.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="426" src="http://1.bp.blogspot.com/-Kn_vhhtpuLI/VDKqNz28kjI/AAAAAAAABOg/inF0L4vuRK8/s1600/Snap%2B2014-10-06%2Bat%2B21.39.03.png" width="640" /></a></div>
<br />
Pilih topik yang kamu kuasai dan pernah mengalaminya. Dan yakinlah bahwa
kamu tidak sendiri serta yakin akan bisa bicara dengan lancar, dan hal
ini anggaplah sebagai pengalaman yang harus dijalani. Kalau gagal,
anggap sebagai pembelajaran berharga. Ingat pengalaman adalah guru yang
terbaik.<br />
<blockquote class="tr_bq">
Percaya diri memegang peranan penting, percayalah bahwa dengan kemampuan diri sendiri kamu pasti bisa melenyapkan grogi.</blockquote>
<br />
<b><span style="font-size: large;">Persiapan</span></b><br />
<br />
Selain persiapan mental, persiapkan juga materi yang akan dibicarakan.
Kamu bisa membaca buku-buku yang berkaitan dengan materi atau mengunggah
di internet. Buat kerangka materi dengan menuliskan hal-hal penting
atau garis besar materi. Cari materi yang kamu kuasai.<br />
<br />
<br />
<b><span style="font-size: large;">Kuasai Materi</span></b><br />
<br />
Salah satu kunci sukses berbicara di depan umum adalah percaya diri. Dan
faktor utama untuk dapat berbicara dengan penuh percaya diri adalah
dengan menguasai materi. Untuk itu, usahakanlah kamu hafal dengan materi
yang hendak disajikan dalam presentasi.<br />
<br />
Selanjutnya, bacalah buku-buku atau referensi terkait dengan materi
untuk memperkaya penguasaan kamu terhadap materi. Menguasai materi
presentasi dengan baik secara otomatis akan meningkatkan kepercayaan
diri kamu untuk tampil di depan umum.<br />
<br />
<br />
<b><span style="font-size: large;">Latihan</span></b><br />
<br />
Kamu harus berani berlatih, latihan bisa dilakukan sendiri atau berlatih
bicara dalam acara-acara kecil misalnya pada pertemuan karang taruna
atau rapat-rapat kecil. Cobalah dengan belajar bertanya, mengusulkan
sesuatu, dari hal-hal yang kecil lama kelamaan bicara dalam lingkup yang
lebih besar.<br />
<blockquote class="tr_bq">
Dari hal-hal yang kecil kamu akan bisa belajar menaklukkan ketakutan dan belajar dengan pengalaman.</blockquote>
<br />
<b><span style="font-size: large;">Bersikaplah <i>Relax</i></span></b><br />
<br />
Banyak yang mengatakan salah satu teknik untuk relaksasi adalah dengan
menghela nafas panjang. Menghela nafas akan memudahkan oksigen memenuhi
otak sehingga secara otomatis akan membuat kamu lebih <i>relaxs </i>sebelum memulai sebuah presentasi. Fokuslah pada wajah-wajah ramah dan tulus, sampai merasa nyaman.<br />
<br />
<br />
<b><span style="font-size: large;">Tenangkan Pikiran atau Berkonsentrasilah</span></b><br />
<br />
Ketenangan dan tidak gelisah adalah modal utama berbicara di depan orang
banyak. Konsentrasi pada satu hal dan jangan memikirkan hal-hal lain.
Tarik napas dalam-dalam agar hati tenang. Dan tak kalah pentingnya
adalah berdoa. Serta saat itu juga keluarkan energi yang kamu punyai.<br />
<br />
Ciptakan perasaan santai dan posisikan orang lain sebagai orang yang
juga paham mengenai permasalahan yang kita bicarakan. Dengan demikian
kita dapat mengendalikan perasaan dan kondisi sekitar panggung.<br />
<br />
<br />
<b><span style="font-size: large;">Jangan Takut Salah</span></b><br />
<br />
Orang biasanya <i>stress</i> hingga mengalami demam panggung akibat
merasa takut gagal dalam ketika harus muncul di publik. Salah satu cara
mengatasi demam panggung adalah dengan menghilangkan fikiran bahwa kamu
harus sukses. Yakinlah bahwa kamu telah siap.<br />
<br />
<br />
<b><span style="font-size: large;">Jangan Menganggap Diri Kamu Sempurna</span></b><br />
<br />
Perasaan tegang saat ingin berbagi informasi atau pengetahuan di depan
banyak orang memang sering muncul. Terkadang cara untuk menanggulanginya
adalah dengan menganggap diri kamu tidak sempurna, jika terjadi
kesalahanpun orang lain pasti akan memaklumi.<br />
<br />
<br />
<b><span style="font-size: large;">Pahami Kondisi Penonton</span></b><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-lZPRRClUcOs/VDKtAFoN2FI/AAAAAAAABO0/qkJPXC1Jq1E/s1600/Snap%2B2014-10-06%2Bat%2B21.53.16.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="424" src="http://1.bp.blogspot.com/-lZPRRClUcOs/VDKtAFoN2FI/AAAAAAAABO0/qkJPXC1Jq1E/s1600/Snap%2B2014-10-06%2Bat%2B21.53.16.png" width="640" /></a></div>
<br />
Penonton merupakan faktor utama yang menyebabkan kamu mengalami demam
panggung. Oleh karena itu, kenali kondisi dan karakter penonton yang
hadir dalam acara dan sesuaikan dengan isi dari pembicaraan atau hal
lain yang nantinya akan kamu sampaikan.<br />
<br />
Apabila penonton berasal dari kalangan berlatar pendidikan tinggi,
sebaiknya gunakan gaya bahasa yang formal dan sesuai dengan EYD agar
kamu dapat menampilkan yang terbaik dan menciptakan perasaan bangga.<br />
<br />
<br />
<b><span style="font-size: large;">Perhatikanlah Kalimat Pembuka</span></b><br />
<br />
Kalimat pembuka bisa menjadi penentu mengenai nasib penampilan kamu
selanjutnya. Apabila pembukaan dilakukan dengan baik, maka penampilan
selanjutnya akan menjadi baik pula, begitu juga sebaliknya.<br />
<br />
Oleh karena itu berikan kalimat pembuka yang baik agar respon penonton
juga baik dan akhirnya meredakan perasaan tegang yang kamu rasakan.
Sepertinya <i>sepele</i> tapi kalau diabaikan tanggung sendiri <i>deh </i>akibatnya.<br />
<br />
<br />
<b><span style="font-size: large;">Jangan Berpikir Negatif</span></b><br />
<br />
Hilangkan pikiran-pikiran negatif yang dapat mempengaruhiu, sehingga
pikiran tersebut membuat kamu merasa takut untuk tampil di depan
penonton.<br />
<br />
<br />
<b><span style="font-size: large;">Bersikaplah Seolah-olah Tidak Ada Masalah</span></b><br />
<br />
Keinginan kamu untuk bersikap sebaik-baiknya mendorong munculnya
perasaan grogi. Secara negatif, pikiran kamu biasanya terbebani oleh
ketakutan untuk membuat kesalahan, kekhawatiran akan gagal, kecemasan
bila melakukan kekonyolan, dan berbagai bayangan-bayangan negatif
lainnya.<br />
<br />
Sebelum bisa menggunakan energi grogi itu secara positif, maka terlebih
dahulu kamu harus menetralisir emosi-emosi negatif tersebut. Bersikaplah
seperti tak sesuatu yang patut kita takutkan. Bila <i>toh</i> kita gagal, maka tidak sesuatu yang harus menjadikan kita begitu kehilangan.<br />
<br />
<br />
<b><span style="font-size: large;">Kerahkan Energi Kamu</span></b><br />
<br />
Kerahkan energi yang kamu miliki, lepaskan energi itu dari "kekangannya"
. Bila para audiens memberi tepuk tangan pada pembicara sebelum kamu,
maka kerahkan energi dengan memberikan tepuk tangan yang tak kalah
meriah.<br />
<br />
Berdirilah dengan sigap. Berjalanlah dengan tegap dan mantap. Bila perlu
hembuskan nafas lepas sambil berteriak kecil, "yes". Atau turut
bertepuk tangan menyambut applaus dari <i>audiens</i>. Lakukan apa-apanya dengan sikap tegas. Biarkan energi itu mengalir dalam gerakan kamu.<br />
<br />
<br />
<b><span style="font-size: large;">Berbicaralah Dengan Keras dan Lantang</span></b><br />
<br />
Bila kamu berbicara lambat, maka bibir akan semakin gemetar, suarapun
akan bergetar. Salurkan rasa grogi melalui suara yang keras dan lantang.
Suara keras itu bukan hanya dapat mengatasi kecemasan, namun juga
sarana menyalurkan energi tersebut.<br />
<blockquote class="tr_bq">
Ada baiknya menghafal teks pertama kamu namun tetap bersikap sewajarnya saja.</blockquote>
<br />
<b><span style="font-size: large;">Diam</span></b><br />
<br />
Kamu dapat menyalurkan ketegangan dalam diri kamu pada para <i>audiens, </i>yaitu dengan memulai presentasi kamu dengan diam beberapa detik. Biarkan ketegangan yang dirasakan terserap dan jadi ketegangan <i>audiens.</i><br />
<blockquote class="tr_bq">
Lebih baik diam sejenak untuk mengumpulkan energi positif daripada terus
berbicara namun yang terjadi adalah keadaanmu semakin tidak terkontrol.
</blockquote>
<br />
<b><span style="font-size: large;">Lontarkan <i>Humor</i> yang Wajar</span></b><br />
<br />
Lenturkan kegugupan dengan sebuah humor yang wajar. Kamu memang perlu
merencanakannya dengan baik, namun jangan sampai kehilangan spontanitas.
Dan, <i>humor </i>terbaik yang tidak akan melukai perasaan siapapun adalah <i>humor</i> tentang diri kamu sendiri.<br />
<br />
<br />
<b><span style="font-size: large;">Bergairahlah Mengenai Topik kamu Saat Presentasi</span></b><br />
<br />
Dengan bersemangat dalam berpresentasi, maka kamu telah memberikan energi positif bagi para <i>audiens</i>. Dan merekapun akan memberikan energi positifnya bagi kamu juga.<br />
<br />
<br />
<b><span style="font-size: large;">Berbicaralah Hanya Mengenai Topik Yang Kamu Kuasai</span></b><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-Z5dXCYUU9L8/VDKsAdi_0TI/AAAAAAAABOs/GMD7WWx9F_w/s1600/Snap%2B2014-10-06%2Bat%2B21.45.25.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="312" src="http://2.bp.blogspot.com/-Z5dXCYUU9L8/VDKsAdi_0TI/AAAAAAAABOs/GMD7WWx9F_w/s1600/Snap%2B2014-10-06%2Bat%2B21.45.25.png" width="640" /></a></div>
<br />
Jika tidak menguasai materi presentasI, itu akan membuatmu semakin
gugup. Tapi jika topik presentasi kamu kuasai dengan baik, hal tersebut
akan membuat seperti air mengalir pada saat presentasi. Oleh karena itu
pelajarilah materi presentasi kamu dengan sebaik mungkin.<br />
<br />
<br />
<b><span style="font-size: large;">Pasang Wajah yang Ramah</span></b><br />
<br />
Pada saat mulai presentasi, buatlah kontak mata dengan a<i>udiens</i> yang menurut kamu ramah dan cobalah tersenyum dengan<i> audiens</i> tersebut, pokoknya buatlah seramah mungkin <i>deh</i>. Jika mereka membalas senyuman kamu, itu akan membuat susana menjadi lebih nyaman.<br />
<br />
<br />
<b><span style="font-size: large;">Datang Lebih Cepat</span></b><br />
<br />
Dengan datang lebih awal, kamu akan dapat memproleh gambaran mengenai<i> setting</i>
dan posisi terbaik dalam melakukan presentasi. Dan kamu juga dapat
mencoba terlebih dahulu alat-alat yg akan dipergunakan saat presentasi
nantinya.<br />
<br />
<br />
<b><span style="font-size: large;">Jangan Menghafal Seluruh Persentasi Kamu!</span></b><br />
<br />
Kenapa gak boleh sih? Ya iyalah, jika kamu mengahafal kata demi kata,
jika pada saat mendekati giliran kamu presentasi ada kata yang
terlupakan, itu akan membuatmu semakin gugup dan akhirnya buyar semua
yang dihafal sebelumnya dan ini paling sering terjadi <i>lho guys.</i><br />
<br />
<br />
<b><span style="font-size: large;">Jangan Pernah Menuliskan <i>Note </i>Presentasi kamu Secara <i>Detail!</i></span></b><br />
<br />
Karena hal tersebut akan membuat <i>audiens</i> bosan. Pasti kamu juga pernah ngerasain kalau lagi mendengarkan pidato kepala sekolah <i>pas</i> 17 agustus dan lain-lain. Jika <i>audiens</i> sudah merasa bosan pada akhirnya menimbulkan kegaduhan. Konsentrasi kamupun akan buyar juga.<br />
<br />
Makanya lebih baik menyampaikan pidato dengan singkat padat dan tepat sasaran. Oiya satu lagi, kamu harus menimbulkan kesan.<br />
<br />
<br />
<b><span style="font-size: large;">Sadarilah Bahwa 90% Tanda-Tanda Kecemasan Tidak Tampak Dari Luar</span></b><br />
<br />
Misalnya telapak tangan kamu berkeringat atau dingin, jantung semakin
berdegup kencang, sakit perut, kaki gemetaran dan juga tangan. Ini
adalah pengalamanku menjadi MC acara Ulang tahun Muda-Mudi di kampung.
Tapi ketahuilah semua hal itu tidak dirasakan oleh <i>audiens</i> kok. Karena <i>audiens </i>hanya memperhatikan apa yang kamu bicarakan saja.<br />
<br />
<br />
<b><span style="font-size: large;">Tawakkal</span></b><br />
<br />
Tawakkal adalah berserah diri sepenuhnya kepada Yang Maha Kuasa.
Kesadaran akan kelemahan dan pemahaman bahwa segala sesuatu berada dalam
kendali Pencipta, ampuh mengatasi demam panggung.<br />
<blockquote class="tr_bq">
Dengan kesadaran ini, maka prinsip yang muncul adalah segalanya adalah ujian, dan semua ujian pasti bisa dihadapi.</blockquote>
<br />
<b><span style="font-size: large;">Perhatikan Posisi Tubuh dan Gerakan Kamu</span></b><br />
<br />
Saat berbicara di umum, yang paling nampak jika kamu demam panggung adalah posisi tubuh dan gerakanmu <i>loh</i>.
Ini satu poin penting yang tidak boleh kamu abaikan. Usahakan posisi
tubuh tetap rileks, tapi tidak terkesan loyo, selain itu hati-hati
dengan jari tangan.<br />
<br />
Orang yang mengalami demam panggung umumnya jari-jari tangannya gemetar.
Jika itu terjadi, sejenek tenangkan diri kamu, jangan panik dan
konsentrasikan pikiran pada masalah yang akan disampaikan.<br />
<br />
<br />
<b><span style="font-size: large;">Tersenyumlah</span></b><br />
<br />
Jangan pernah kamu menyepelekan senyum. Senyum selain membuatmu sedikit
rileks juga akan meredam suasana kekakuan antara kamu dengan <i>audiens</i>. Ketika hubungan kamu dan audien mulai terbangun, itu akan membuat demam panggung sedikit berkurang.<br />
<br />
<br />
<b><span style="font-size: large;">Jatuhkan Tangan kamu</span></b><br />
<br />
Kalau kamu pernah ngelihat Mario Teguh, ada kalanya dia meletakan
tangannya disamping tubuhnya disaat dia tidak menggunkan tangannya untuk
ilustrasi saat dia berbicara.<br />
<br />
Semua cara di atas bisa kamu terapkan.Tapi perlu diingat untuk bisa
mengatasi demam panggung secara maksimal, harus memulai dengan upaya
pencegahan. Ini lebih baik dilakukan, karena jika persiapanmu baik,
hasilnya akan baik juga.<br />
<br />
Jadi , sekarang giliran kamu untuk mencoba. Dalam suatu buku, dikatakan
bahwa lebih baik dicambuk daripada berbicara di depan publik, tapi
begitu mencoba, maka lebih baik ditembak daripada berhenti.<br />
<br />
<i>Oleh: Siti Fatimah</i>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com1tag:blogger.com,1999:blog-990362888755193177.post-30377801896928244822015-06-15T09:09:00.002-07:002015-06-15T09:09:40.226-07:00Cara Mengatasi Demam PanggungBahkan pemain yang paling percaya diri sekalipun dapat menderita demam
panggung. Demam panggung itu wajar untuk semua orang dari aktor Broadway
sampai presenter profesional. Jika Anda menderita demam panggung, maka
Anda mungkin mulai merasa gugup, gemetar, atau bahkan benar-benar
terpaku membayangkan tampil di depan penonton. Tapi jangan khawatir -
Anda dapat mengatasi demam panggung Anda dengan melatih tubuh dan
pikiran untuk bersantai dan mencoba beberapa trik. Jika Anda ingin tahu
bagaimana mengatasi demam panggung, cukup ikuti langkah-langkah ini.
Sebelum Anda membaca, pastikan Anda tahu bahwa ini dapat dibantu dengan
Anda ditemani seseorang yang tampil bersama Anda. Atau Anda bisa juga
terbantu dengan mengajak banyak teman dekat Anda di antara penonton.<br />
<h3 class="">
<span class="mw-headline" id="Mengatasi_Demam_Panggung_pada_Hari_Penampilan">Metode 1 dari 4: Mengatasi Demam Panggung pada Hari Penampilan</span>
</h3>
<div class="section_text" id="langkah_1">
<ol class="steps_list_2">
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-1-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-1-Version-2.jpg"><img alt="Overcome Stage Fright Step 1 Version 2.jpg" height="503" id="557ee5870986b" src="http://pad2.whstatic.com/images/thumb/e/e5/Overcome-Stage-Fright-Step-1-Version-2.jpg/670px-Overcome-Stage-Fright-Step-1-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
1</div>
<div class="step">
<b class="whb">Tenangkan tubuh Anda.</b> Untuk mengatasi demam panggung,
ada beberapa hal yang dapat Anda lakukan untuk menenangkan tubuh Anda
sebelum pergi ke atas panggung. Meringankan ketegangan dari tubuh Anda
dapat membantu menenangkan suara Anda dan menenangkan pikiran Anda.
Latih terus dialog Anda. Jika Anda melakukan kesalahan di panggung,
jangan panik! Buat hal itu jadi tampak seperti bagian dari perannya.
Berikut ini adalah beberapa hal yang dapat Anda lakukan untuk
menenangkan tubuh Anda sebelum Anda tampil.<sup class="reference" id="_ref-1"><a href="http://id.wikihow.com/Mengatasi-Demam-Panggung#_note-1">[1]</a></sup>
<ul>
<li>Bersenandunglah dengan lembut untuk memantapkan suara Anda.</li>
<li>Makan pisang sebelum Anda tampil. Ini akan menurunkan perasaan
kosong atau mual di perut Anda, tetapi tidak akan membuat Anda merasa
cukup baik.</li>
<li>Kunyah permen karet. Permen karet sedikit meredakan ketegangan di
rahang Anda. Hanya saja, jangan mengunyah permen karet terlalu lama atau
pada saat perut kosong karena kemungkinan sedikit mengganggu sistem
pencernaan Anda.</li>
<li>Lakukan peregangan. Peregangan lengan, kaki, punggung, dan bahu adalah cara lain untuk mengurangi ketegangan dalam tubuh Anda.</li>
</ul>
<br />
<ins class="adsbygoogle" data-ad-client="ca-pub-9543332082073187" data-ad-slot="4427372174" data-adsbygoogle-status="done" data-font-size="large" style="display: inline-block; height: 120px; width: 629px;"><ins id="aswift_1_expand" style="background-color: transparent; border: none; display: inline-table; height: 120px; margin: 0; padding: 0; position: relative; visibility: visible; width: 629px;"><ins id="aswift_1_anchor" style="background-color: transparent; border: none; display: block; height: 120px; margin: 0; padding: 0; position: relative; visibility: visible; width: 629px;"></ins></ins></ins>
<br />
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-2-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-2-Version-2.jpg"><img alt="Overcome Stage Fright Step 2 Version 2.jpg" height="503" id="557ee58709c55" src="http://pad2.whstatic.com/images/thumb/f/fb/Overcome-Stage-Fright-Step-2-Version-2.jpg/670px-Overcome-Stage-Fright-Step-2-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
2</div>
<div class="step">
<b class="whb">Bermeditasilah.</b> Pada pagi hari sebelum penampilan
Anda, atau bahkan satu jam sebelumnya, sempatkan 15-20 menit dari hari
Anda untuk bermeditasi. Cari tempat yang relatif tenang di mana Anda
dapat duduk yang nyaman di tanah. Tutup mata Anda dan fokus pada
pernapasan Anda seiring Anda menenangkan setiap bagian dari tubuh Anda .
<ul>
<li>Istirahatkan tangan di pangkuan Anda dan lipat kaki Anda.</li>
<li>Cobalah untuk mencapai titik di mana Anda tidak lagi memikirkan
apapun selain menyantaikan anggotatubuh Anda satu per satu - terutama
tidak mengingat penampilan Anda.</li>
</ul>
</div>
<div class="step">
</div>
<div class="step">
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-3-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-3-Version-2.jpg"><img alt="Overcome Stage Fright Step 3 Version 2.jpg" height="503" id="557ee5870a42a" src="http://pad2.whstatic.com/images/thumb/a/ab/Overcome-Stage-Fright-Step-3-Version-2.jpg/670px-Overcome-Stage-Fright-Step-3-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
3</div>
<div class="step">
<b class="whb">Hindari kafein.</b> Kecuali jika Anda biasanya pecandu
kafein, jangan mengonsumsi kafein tambahan pada hari penampilan. Anda
mungkin berpikir bahwa itu akan membuat Anda tampil dengan lebih banyak
energi, tetapi sebenarnya akan membuat Anda merasa lebih gugup dan
gelisah. </div>
<div class="step">
</div>
<div class="step">
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-4-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-4-Version-2.jpg"><img alt="Overcome Stage Fright Step 4 Version 2.jpg" height="503" id="557ee5870a810" src="http://pad2.whstatic.com/images/thumb/9/9f/Overcome-Stage-Fright-Step-4-Version-2.jpg/670px-Overcome-Stage-Fright-Step-4-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
4</div>
<div class="step">
<b class="whb">Tentukan "waktu berhenti" untuk kecemasan Anda.</b> Pada
hari penampilan Anda, katakan kepada diri sendiri bahwa Anda dapat
membolehkan diri Anda menjadi gugup selama waktu tertentu, tetapi
setelah jam tertentu - misalnya, 03:00 - semua kecemasan harus pergi.
Menetapkan tujuan ini dan membuat janji untuk diri sendiri saja akan
membuatnya jauh lebih mungkin terjadi. </div>
<div class="step">
</div>
<div class="step">
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-5-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-5-Version-2.jpg"><img alt="Overcome Stage Fright Step 5 Version 2.jpg" height="503" id="557ee5870ac02" src="http://pad3.whstatic.com/images/thumb/3/39/Overcome-Stage-Fright-Step-5-Version-2.jpg/670px-Overcome-Stage-Fright-Step-5-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
5</div>
<div class="step">
<b class="whb">Berolahragalah sedikit.</b> Olahraga melepaskan
ketegangan dan memacu endorfin Anda. Sediakan waktu setidaknya tiga
puluh menit berolahraga pada hari penampilan Anda, atau setidaknya
sediakan tiga puluh menit berjalan kaki. Ini akan menyiapkan tubuh Anda
untuk penampilan yang luar biasa. </div>
<div class="step">
</div>
<div class="step">
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-6-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-6-Version-2.jpg"><img alt="Overcome Stage Fright Step 6 Version 2.jpg" height="503" id="557ee5870afeb" src="http://pad1.whstatic.com/images/thumb/c/cf/Overcome-Stage-Fright-Step-6-Version-2.jpg/670px-Overcome-Stage-Fright-Step-6-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
6</div>
<div class="step">
<b class="whb">Tertawalah sesering yang Anda bisa.</b> Tonton komedi di
pagi hari, putar video YouTube favorit Anda, atau sekedar habiskan saja
sore hari bersama teman Anda yang paling kocak. Tertawa akan
menyantaikan Anda dan mengalihkan pikiran Anda dari kegugupan Anda. </div>
<div class="step">
</div>
<div class="step">
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-7-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-7-Version-2.jpg"><img alt="Overcome Stage Fright Step 7 Version 2.jpg" height="503" id="557ee5870b3cb" src="http://pad3.whstatic.com/images/thumb/6/61/Overcome-Stage-Fright-Step-7-Version-2.jpg/670px-Overcome-Stage-Fright-Step-7-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
7</div>
<div class="step">
<b class="whb">Tiba di sana lebih awal.</b> Muncul untuk penampilan Anda
lebih awal dari siapa pun di kalangan penonton. Anda akan merasa jauh
lebih memegang kendali jika ruangan terisi setelah Anda tiba bukannya
muncul ke tempat yang penuh. Tiba lebih awal juga akan menenangkan saraf
Anda dan akan membuat Anda merasa kurang waswas dan lebih damai. </div>
<div class="step_num">
</div>
<div class="step_num">
8</div>
<div class="step">
<ol class="steps_list_2">
<li><div class="step">
<b class="whb">Berbicaralah kepada anggota penonton.</b> Beberapa orang
ingin duduk di antara penonton dan mulai mengobrol dengan orang-orang
untuk jadi lebih nyaman. Ini akan membuat Anda sadar bahwa penonton
hanya orang biasa seperti Anda, dan akan membantu Anda mengelola harapan
Anda. Anda juga bisa sekedar duduk saja sebentar di antara penonton
seiring tempat duduk mulai dipenuhi tanpa memberitahu siapapun diri Anda
- ini hanya akan bekerja jika Anda tidak memakai kostum, tentunya.
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-9-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-9-Version-2.jpg"><img alt="Overcome Stage Fright Step 9 Version 2.jpg" height="503" id="557ee5870bba7" src="http://pad1.whstatic.com/images/thumb/a/a7/Overcome-Stage-Fright-Step-9-Version-2.jpg/670px-Overcome-Stage-Fright-Step-9-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
9</div>
<div class="step">
<b class="whb">Bayangkan orang favorit Anda hadir di antara penonton.</b>
Alih-alih membayangkan setiap orang di antara penonton hanya pakai
celana dalam mereka - karena dapat terasa sedikit aneh - bayangkan bahwa
setiap kursi di kalangan penonton diisi dengan kloningan dari orang
favorit Anda. Orang yang mencintai Anda dan akan mendengarkan dan
menyetujui apapun yang Anda katakan atau lakukan. Orang itu akan tertawa
pada saat yang tepat, mendorong Anda, dan bertepuk tangan riuh pada
akhir penampilan.
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-10-Version-2.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-10-Version-2.jpg"><img alt="Overcome Stage Fright Step 10 Version 2.jpg" height="503" id="557ee5870bf81" src="http://pad1.whstatic.com/images/thumb/d/dc/Overcome-Stage-Fright-Step-10-Version-2.jpg/670px-Overcome-Stage-Fright-Step-10-Version-2.jpg" width="670" /></a>
</div>
<div class="step_num">
10</div>
<div class="step">
<b class="whb">Minumlah jus jeruk.</b> Meminum jus jeruk setengah jam sebelum penampilan Anda dapat menurunkan tekanan darah Anda dan meredakan kecemasan Anda.<sup class="reference" id="_ref-2"><a href="http://id.wikihow.com/Mengatasi-Demam-Panggung#_note-2">[2]</a></sup>
</div>
</li>
</ol>
</div>
<div class="step">
</div>
<div class="step">
<div class="step_num">
11</div>
<div class="step">
<b class="whb">Lantunkan lirik lagu atau puisi favorit Anda.</b> Masuk
ke dalam alunan yang nyaman akan membuat Anda merasa lebih damai dan
terkendali. Jika Anda merasa nyaman melantunkan lirik lagu atau puisi
favorit Anda, Anda akan merasa lebih nyaman tentang menjalankan peran
Anda dengan mudah dan anggun.</div>
<div class="step">
</div>
<div class="step">
<h3 class="">
<span class="mw-headline" id="Mengatasi_Demam_Panggung_untuk_Penampilan_Bersandiwara">Metode 2 dari 4: Mengatasi Demam Panggung untuk Penampilan Bersandiwara</span>
</h3>
<div class="section_text" id="langkah_2">
<ol class="steps_list_2">
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-12.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-12.jpg"><img alt="Overcome Stage Fright Step 12.jpg" height="503" id="557ee5870c36b" src="http://pad1.whstatic.com/images/thumb/a/a4/Overcome-Stage-Fright-Step-12.jpg/670px-Overcome-Stage-Fright-Step-12.jpg" width="670" /></a>
</div>
<div class="step_num">
1</div>
<div class="step">
<b class="whb">Visualisasi kesuksesan.</b> Sebelum Anda naik ke atas
panggung, bayangkan saja diri Anda berhasil. Bayangkan gegap gempita,
bayangkan senyum di wajah para penonton, dan mendengar suara rekan
casting atau direktur memberitahu Anda betapa menakjubkan performa yang
Anda lakukan. Semakin Anda berfokus pada memvisualisasikan hasil terbaik
alih-alih mengkhawatirkan skenario terburuk, semakin besar kemungkinan
yang akan terjadi. Bayangkan diri Anda menjadi luar biasa di atas
panggung dari sudut pandang penonton.
<ul>
<li>Mulai awal. Mulai visualisasikan sukses dari detik awal Anda diberi
peran. Biasakan membayangkan betapa suksesnya pekerjaan yang akan Anda
lakukan.</li>
<li>Ketika Anda lebih dekat dengan tanggal main, Anda dapat bekerja
lebih keras memvisualisasikan sukses dengan membayangkan betapa
suksesnya pekerjaan yang akan Anda lakukan setiap malam sebelum Anda
pergi tidur dan setiap pagi ketika Anda bangun.</li>
</ul>
</div>
</li>
</ol>
</div>
</div>
<div class="step">
</div>
<div class="step">
<ol class="steps_list_2">
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-13.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-13.jpg"><img alt="Overcome Stage Fright Step 13.jpg" height="503" id="557ee5870c753" src="http://pad3.whstatic.com/images/thumb/1/1a/Overcome-Stage-Fright-Step-13.jpg/670px-Overcome-Stage-Fright-Step-13.jpg" width="670" /></a>
</div>
<div class="step_num">
2</div>
<div class="step">
<b class="whb">Berlatih sebanyak mungkin.</b> Lakukan ini sampai Anda
hafal. Ingat dialog dari orang yang berbicara sebelum Anda, sehingga
Anda mengenali isyarat bagi Anda untuk berbicara. Berlatihlah di depan
keluarga, teman-teman, dan boneka hewan dan bahkan di depan kursi
kosong, sehingga Anda terbiasa untuk tampil di depan orang.<sup class="reference" id="_ref-3"><a href="http://id.wikihow.com/Mengatasi-Demam-Panggung#_note-3">[3]</a></sup>
<ul>
<li>Sebagian rasa takut berpentas berasal dari pemikiran bahwa Anda akan
lupa dialog Anda dan tidak akan tahu apa yang harus dilakukan. Cara
terbaik untuk mempersiapkan melawan lupa adalah mengenali dialog itu
sebisa mungkin.</li>
<li>Berlatih di depan orang lain membantu membiasakan diri Anda dengan
fakta bahwa Anda tidak akan membaca dialog Anda sendiri. Tentu, Anda
mungkin mengenal dialognya dengan sempurna ketika Anda sendirian di
kamar Anda, tapi beda hal lagi ketika Anda menghadapi penonton.</li>
</ul>
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-14.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-14.jpg"><img alt="Overcome Stage Fright Step 14.jpg" height="503" id="557ee5870cb35" src="http://pad1.whstatic.com/images/thumb/a/a2/Overcome-Stage-Fright-Step-14.jpg/670px-Overcome-Stage-Fright-Step-14.jpg" width="670" /></a>
</div>
<div class="step_num">
3</div>
<div class="step">
<b class="whb">Hayati tokohnya.</b> Jika Anda benar-benar ingin
mengatasi demam panggung, berusahalah benar-benar menghayati tindakan,
pikiran, dan kekhawatiran tokoh Anda. Semakin selaras Anda dengan
karakter yang Anda perankan, semakin besar kemungkinan Anda akan
melupakan kekhawatiran Anda sendiri. Bayangkan bahwa Anda benar-benar
orang itu dan bukan aktor gugup yang mencoba untuk menggambarkan orang
itu.
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-15.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-15.jpg"><img alt="Overcome Stage Fright Step 15.jpg" height="503" id="557ee5870cf22" src="http://pad3.whstatic.com/images/thumb/2/2f/Overcome-Stage-Fright-Step-15.jpg/670px-Overcome-Stage-Fright-Step-15.jpg" width="670" /></a>
</div>
<div class="step_num">
4</div>
<div class="step">
<b class="whb">Perhatikan penampilan Anda sendiri.</b> Bangunlah
kepercayaan pada diri sendiri dengan membaca dialog Anda di depan
cermin. Anda bahkan dapat merekam penampilan Anda sendiri untuk melihat
batapa menakjubkan diri Anda, dan untuk mencari-cari hal yang perlu
perbaikan. Jika Anda terus merekam atau menonton diri Anda sampai Anda
tahu bahwa Anda sudah benar-benar menguasainya, maka Anda akan jauh
lebih mungkin untuk berhasil di panggung.
<ul>
<li>Mampu melihat diri tampil juga akan membantu Anda mengatasi
ketakutan Anda yang tidak Anda ketahui. Jika Anda tahu persis Anda
terlihat seperti apa, Anda akan merasa lebih nyaman di atas panggung.</li>
<li>Perhatikan bahasa tubuh Anda, dan lihat bagaimana Anda menggerak tangan Anda saat Anda berbicara.
<ul>
<li>
<i>Catatan</i>: ini mungkin tidak berlaku untuk semua orang. Trik ini
mungkin membuat beberapa orang justru merasa lebih minder dan menyadari
setiap gerakan tubuh mereka. Jika menonton diri Anda mulai membuat Anda
lebih gugup, maka hindari taktik ini.</li>
</ul>
</li>
</ul>
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-16.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-16.jpg"><img alt="Overcome Stage Fright Step 16.jpg" height="503" id="557ee5870d305" src="http://pad3.whstatic.com/images/thumb/8/82/Overcome-Stage-Fright-Step-16.jpg/670px-Overcome-Stage-Fright-Step-16.jpg" width="670" /></a>
</div>
<div class="step_num">
5</div>
<div class="step">
<b class="whb">Belajar berimprovisasi.</b> Improvisasi adalah
keterampilan yang harus dikuasai semua aktor yang baik. Improvisasi akan
membantu Anda mempersiapkan diri untuk situasi yang kurang sempurna di
atas panggung. Banyak aktor dan penyanyi begitu khawatir akan lupa atau
mengacaukan dialog mereka sehingga mereka sering tidak menganggap bahwa
pemeran lainnya sama saja kemungkinannya untuk membuat kesalahan;
mengetahui cara berimprovisasi akan membantu Anda merasa nyaman dengan
berakting sambil lalu dan siap terhadap apa pun rintangan yang
menghadang Anda.
<ul>
<li>Improvisasi juga akan membantu Anda menyadari bahwa Anda tidak dapat
mengontrol setiap aspek penampilan. Ini bukan soal kesempurnaan -
melainkan soal kemampuan bereaksi terhadap situasi apapun.</li>
<li>Jangan bertindak terkejut atau bingung jika sesuatu yang tidak
terduga terjadi. Ingat bahwa penonton tidak memiliki salinan naskah dan
bahwa mereka hanya akan dapat mengetahui ada yang tidak beres jika Anda
membuatnya jelas.</li>
</ul>
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-17.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-17.jpg"><img alt="Overcome Stage Fright Step 17.jpg" height="503" id="557ee5870d6ee" src="http://pad3.whstatic.com/images/thumb/4/49/Overcome-Stage-Fright-Step-17.jpg/670px-Overcome-Stage-Fright-Step-17.jpg" width="670" /></a>
</div>
<div class="step_num">
6</div>
<div class="step">
<b class="whb">Gerakkan tubuh Anda.</b> Tetap aktif secara fisik sebelum
dan selama pertunjukan akan membantu meredakan ketegangan dan menjaga
perhatian penonton. Tentu saja, Anda hanya harus bergerak ketika
karakter seharusnya bergerak, tetapi maksimalkan gerakan dan ekspresi
tubuh Anda sehingga tubuh Anda menjadi lebih santai dengan menjadi
aktif.
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-18.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-18.jpg"><img alt="Overcome Stage Fright Step 18.jpg" height="503" id="557ee5870dad5" src="http://pad1.whstatic.com/images/thumb/d/d3/Overcome-Stage-Fright-Step-18.jpg/670px-Overcome-Stage-Fright-Step-18.jpg" width="670" /></a>
</div>
<div class="step_num">
7</div>
<div class="step">
<b class="whb">Redamkan pikiran Anda.</b> Setelah Anda berada di
panggung, berfokus saja pada kata-kata Anda, tubuh Anda, dan ekspresi
wajah Anda. Jangan buang waktu lebih berpikir dan menanyakan pada diri
sendiri pertanyaan yang mengganggu. Mulai nikmati saja penampilan dan
nikmati saat ini, baik Anda bernyanyi, menari, atau membaca dialog. Jika
Anda telah belajar untuk meredamkan pikiran Anda dan sepenuhnya
menjiwai penampilan Anda, penonton akan tahu. </div>
<div class="step">
</div>
<div class="step">
</div>
<div class="step">
<h3 class="">
<span class="mw-headline" id="Mengatasi_Demam_Panggung_untuk_Pidato_atau_Presentasi">Metode 3 dari 4: Mengatasi Demam Panggung untuk Pidato atau Presentasi</span>
</h3>
<div class="section_text" id="langkah_3">
<ol class="steps_list_2">
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-19.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-19.jpg"><img alt="Overcome Stage Fright Step 19.jpg" height="503" id="557ee5870dec1" src="http://pad1.whstatic.com/images/thumb/1/17/Overcome-Stage-Fright-Step-19.jpg/670px-Overcome-Stage-Fright-Step-19.jpg" width="670" /></a>
</div>
<div class="step_num">
1</div>
<div class="step">
<b class="whb">Jadikan menarik.</b> Mungkin Anda pikir ini tidak perlu
dijelaskan karena sudah barang tentu, tetapi kemungkinan sebagian dari
alasan Anda mengalami demam panggung adalah karena Anda khawatir semua
orang akan berpikir Anda membosankan. Nah, Anda mungkin khawatir menjadi
membosankan karena materi Anda membosankan. Sekalipun Anda berbicara
atau menyampaikan materi yang garing, pikirkan cara untuk membuatnya
lebih mudah diterima dan menarik. Kekhawatiran Anda akan berkurang jika
Anda tahu bahwa bahan Anda menarik.<sup class="reference" id="_ref-4"><a href="http://id.wikihow.com/Mengatasi-Demam-Panggung#_note-4">[4]</a></sup>
<ul>
<li>Jika cocok, buat beberapa kesempatan untuk tertawa. Masukkan
beberapa lelucon yang akan meredakan ketegangan dan menyantaikan
pendengar.</li>
</ul>
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-20.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-20.jpg"><img alt="Overcome Stage Fright Step 20.jpg" height="503" id="557ee5870e2a6" src="http://pad3.whstatic.com/images/thumb/a/ac/Overcome-Stage-Fright-Step-20.jpg/670px-Overcome-Stage-Fright-Step-20.jpg" width="670" /></a>
</div>
<div class="step_num">
2</div>
<div class="step">
<b class="whb">Pertimbangkan audiens Anda.</b> Ketika Anda membuat dan
melatih presentasi Anda, pertimbangkan kebutuhan, pengetahuan, dan
harapan pendengar. Jika Anda berbicara kepada khalayak yang lebih muda,
sesuaikan konten, suara, dan tutur kata Anda seperlunya. Jika audiensnya
yang lebih tua dan lebih keras, jadilah lebih praktis dan logis. Anda
akan mengurangi kegugupan jika Anda tahu bahwa Anda benar-benar mampu
menyampaikannya kepada orang-orang yang mendengarkan Anda.
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-21.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-21.jpg"><img alt="Overcome Stage Fright Step 21.jpg" height="503" id="557ee5870e68f" src="http://pad2.whstatic.com/images/thumb/a/a2/Overcome-Stage-Fright-Step-21.jpg/670px-Overcome-Stage-Fright-Step-21.jpg" width="670" /></a>
</div>
<div class="step_num">
3</div>
<div class="step">
<b class="whb">Jangan memberitahu orang-orang bahwa Anda gugup.</b>
Jangan tampil di atas panggung dan membuat lelucon kecil soal merasa
gugup. Semua orang sudah menganggap bahwa Anda percaya diri hanya dengan
Anda berdiri di depan saja. Mengumumkan bahwa Anda gugup dapat membuat
Anda merasa lebih baik, tapi penonton akan kehilangan kepercayaan pada
Anda bukannya memperhatikan.
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-22.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-22.jpg"><img alt="Overcome Stage Fright Step 22.jpg" height="503" id="557ee5870ea75" src="http://pad1.whstatic.com/images/thumb/1/19/Overcome-Stage-Fright-Step-22.jpg/670px-Overcome-Stage-Fright-Step-22.jpg" width="670" /></a>
</div>
<div class="step_num">
4</div>
<div class="step">
<b class="whb">Rekam diri Anda sendiri.</b> Rekam video diri Anda
menyampaikan presentasi Anda. Teruslah berbicara sambil merekam sampai
Anda dapat melihat rekaman dan berpikir, "Wow, itu adalah presentasi
hebat!" Jika Anda tidak senang dengan cara Anda terlihat di rekaman,
maka Anda tidak akan senang dengan cara Anda tampil secara pribadi.
Terus lakukan hal ini sampai Anda bisa melakukannya dengan benar. Bila
Anda di atas panggung, ingat saja betapa hebatnya Anda terlihat di dalam
video, dan katakan kepada diri sendiri bahwa Anda dapat melakukan lebih
baik.
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-23.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-23.jpg"><img alt="Overcome Stage Fright Step 23.jpg" height="503" id="557ee5870ee5e" src="http://pad1.whstatic.com/images/thumb/f/f4/Overcome-Stage-Fright-Step-23.jpg/670px-Overcome-Stage-Fright-Step-23.jpg" width="670" /></a>
</div>
<div class="step_num">
5</div>
<div class="step">
<b class="whb">Gerak-gerak, tapi jangan gelisah.</b> Anda dapat
meredakan energi kegugupan dan menjangkau audiens Anda dengan
mondar-mandir di atas panggung. Jika Anda bergerak dengan energetik dan
bergerak untuk memberi penekanan, Anda akan mengatasi demam panggung
Anda hanya dengan bergerak. Tapi jangan gelisah dengan menggerakkan
tangan Anda, bermain dengan rambut Anda, atau bermain-main dengan
mikrofon atau catatan pidato atau presentasi.
<ul>
<li>Gelisah hanya akan membangun ketegangan dan akan membuat audiens Anda melihat bahwa Anda merasa tidak nyaman.</li>
</ul>
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-24.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-24.jpg"><img alt="Overcome Stage Fright Step 24.jpg" height="503" id="557ee5870f246" src="http://pad3.whstatic.com/images/thumb/1/15/Overcome-Stage-Fright-Step-24.jpg/670px-Overcome-Stage-Fright-Step-24.jpg" width="670" /></a>
</div>
<div class="step_num">
6</div>
<div class="step">
<b class="whb">Pelan-pelan.</b> Kebanyakan pembicara publik menunjukkan
demam panggung mereka dengan berbicara terlalu cepat. Anda mungkin
berbicara cepat karena Anda gugup dan ingin pidato atau presentasi cepat
selesai, tapi ini benar-benar akan membuat lebih sulit bagi Anda untuk
mengartikulasikan ide-ide Anda atau untuk mencapai audiens Anda.
Kebanyakan orang yang berbicara terlalu cepat bahkan tidak menyadari
bahwa mereka melakukannya, jadi ingatlah untuk berhenti sejenak setelah
setiap pikiran baru, dan sempatkan audiens Anda untuk bereaksi terhadap
pernyataan penting.
<ul>
<li>Memperlambat juga akan membuat Anda lebih kecil kemungkinannya gagap bicara atau salah bicara.</li>
<li>Taskirkan lama presentasi Anda sebelum melakukannya. Biasakan diri
dengan kecepatan yang Anda butuhkan untuk menyelesaikan presentasi Anda
dalam selang waktu yang tepat. Selalu bawalah jam tangan dan melirik
kepadanya dari waktu ke waktu untuk memastikan Anda sesuai.</li>
</ul>
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-25.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-25.jpg"><img alt="Overcome Stage Fright Step 25.jpg" height="503" id="557ee5870f630" src="http://pad1.whstatic.com/images/thumb/a/a3/Overcome-Stage-Fright-Step-25.jpg/670px-Overcome-Stage-Fright-Step-25.jpg" width="670" /></a>
</div>
<div class="step_num">
7</div>
<div class="step">
<b class="whb">Tanyakan orang bagaimana performa Anda.</b> Jika Anda
benar-benar ingin mengobati demam panggung Anda, Anda harus menanyakan
audiens Anda bagaimana performa Anda dengan meminta umpan balik setelah
itu, membagi-bagikan survei, atau meminta rekan penonton untuk
memberikan pendapat jujur mereka. Mengetahui apa yang Anda lakukan
dengan baik akan membangun rasa percaya diri Anda, dan mengetahui
bagaimana Anda dapat meningkatkan akan membantu Anda merasa lebih
percaya diri pada saat Anda naik panggung di lain kesempatan</div>
<div class="step">
</div>
<div class="step">
<h3 class="">
<span class="mw-headline" id="Strategi_Umum_untuk_Mengatasi_Demam_Panggung">Metode 4 dari 4: Strategi Umum untuk Mengatasi Demam Panggung</span>
</h3>
<div class="section_text" id="langkah_4">
<ol class="steps_list_2">
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-26.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-26.jpg"><img alt="Overcome Stage Fright Step 26.jpg" height="503" id="557ee5870fa16" src="http://pad3.whstatic.com/images/thumb/4/42/Overcome-Stage-Fright-Step-26.jpg/670px-Overcome-Stage-Fright-Step-26.jpg" width="670" /></a>
</div>
<div class="step_num">
1</div>
<div class="step">
<b class="whb">Pura-pura Percaya Diri.</b> Sekalipun tangan Anda merasa
lumpuh dan jantung Anda berpacu, bertindak saja seperti orang paling
keren di dunia. Berjalanlah dengan kepala tegak dan senyum lebar di
wajah Anda, dan jangan bilang siapa-siapa betapa gugupnya Anda.
Pertahankan posisi ini ketika Anda ke atas panggung dan Anda akan
benar-benar mulai merasa yakin.
<ul>
<li>Lihat lurus ke depan, bukan ke lantai.</li>
<li>Jangan membungkuk.</li>
</ul>
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-27.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-27.jpg"><img alt="Overcome Stage Fright Step 27.jpg" height="503" id="557ee5870fdfd" src="http://pad1.whstatic.com/images/thumb/6/6f/Overcome-Stage-Fright-Step-27.jpg/670px-Overcome-Stage-Fright-Step-27.jpg" width="670" /></a>
</div>
<div class="step_num">
2</div>
<div class="step">
<b class="whb">Ciptakan Ritual.</b> Datang dengan ritual mempan
kegagalan untuk hari penampilan Anda. Ini bisa berupa joging tiga
kilometer di pagi hari penampilan Anda, "makanan terakhir" yang sama
sebelum penampilan Anda, atau bahkan menyanyikan lagu tertentu di kamar
mandi atau memakai kaus kaki mujur Anda. Lakukan apa pun yang harus Anda
lakukan untuk mengarahkan diri menuju kesuksesan.
<ul>
<li>“Jimat” adalah bagian besar dari ritual. Ini bisa menjadi perhiasan
yang penting bagi Anda, atau boneka binatang konyol yang menyemangati
Anda di ruang ganti Anda.</li>
</ul>
</div>
</li>
<li>
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-28.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-28.jpg"><img alt="Overcome Stage Fright Step 28.jpg" height="503" id="557ee587101e6" src="http://pad3.whstatic.com/images/thumb/0/04/Overcome-Stage-Fright-Step-28.jpg/670px-Overcome-Stage-Fright-Step-28.jpg" width="670" /></a>
</div>
<div class="step_num">
3</div>
<div class="step">
<b class="whb">Berpikir Positif.</b> Fokus pada semua hasil yang luar
biasa dari presentasi atau penampilan Anda alih-alih segala sesuatu yang
bisa jadi salah. Perangi setiap pikiran negatif dengan lima yang
positif. Simpan kartu indeks dengan frase motivasi di saku Anda, atau
lakukan apapun yang perlu Anda lakukan untuk berfokus pada semua manfaat
yang akan diberikan penampilan bukannya menuruti semua ketakutan dan
kecemasan yang mungkin Anda rasakan.
</div>
</li>
<li class="final_li">
<div class="mwimg largeimage floatcenter " style="max-width: 670px;">
<a class="image lightbox" data-href="/Berkas:Overcome-Stage-Fright-Step-29.jpg?ajax=true" href="http://id.wikihow.com/Mengatasi-Demam-Panggung#/Berkas:Overcome-Stage-Fright-Step-29.jpg"><img alt="Overcome Stage Fright Step 29.jpg" height="503" id="557ee587105ce" src="http://pad1.whstatic.com/images/thumb/4/4d/Overcome-Stage-Fright-Step-29.jpg/670px-Overcome-Stage-Fright-Step-29.jpg" width="670" /></a>
</div>
<div class="step_num">
4</div>
<div class="step">
<b class="whb">Dapatkan saran dari pemain pro.</b> Jika Anda memiliki
seorang teman yang merupakan pemain ulung, entah itu dari akting di
panggung atau memberikan presentasi, mintakan saran mereka. Anda mungkin
belajar beberapa trik baru dan akan dihibur oleh fakta bahwa hampir
semua orang mendapat demam panggung, tak peduli seberapa yakin ia bisa
tampil di panggung. </div>
<div class="step">
</div>
<div class="step">
</div>
<div class="step">
</div>
<div class="step">
<h2 class="">
<span class="mw-headline" id="Tips">Tips</span></h2>
<ul>
<li>Jika Anda mengacaukan langkah saat menari, tak seorang pun akan
tahu, kecuali Anda berhenti. Lanjutkan dan mereka akan berpikir itu
adalah bagian dari tarian. Sama dengan naskah, penonton tidak tahu itu,
jadi jangan khawatir jika Anda melewatkan <i>satu</i> baris, dan harus berimprovisasi, teruskan saja.</li>
<li>Jika Anda lupa kata, jangan berhenti, lanjutkan. Cobalah untuk
menggunakan kata-kata lain yang tidak dalam naskah. Jika pasangan adegan
Anda membuat kesalahan, <i>jangan bereaksi</i>. Aabaikan kesalahan,
atau, jika itu terlalu besar untuk dibiarkan lalu, berimprovisasilah
terhadap kesalahan. Kemampuan untuk berimprovisasi adalah tanda dari
seorang aktor sejati.</li>
<li>Jika Anda merasa gugup mata-kontak dengan penonton, tataplah dinding atau cahaya lampu saat akting.</li>
<li>Beberapa pemain terhebat tetap mendapatkan demam panggung. Jangan
berpikir Anda sendirian. Lanjut saja saja, dan segera Anda akan begitu
asyik sampai-sampai Anda akan melupakan Anda berada di atas panggung.</li>
<li>Ingat, penonton tidak akan memakan Anda! Jadi santai dan
bersenang-senanglah. Berakting adalah memang serius, tapi Anda masih
dapat menikmatinya.</li>
<li>Berpura-puralah Anda hanya berlatih di rumah atau di suatu tempat dengan teman-teman Anda.</li>
<li>Praktek dulu di depan keluarga dan teman-teman kemudian,
ujung-ujungnya Anda akan berada di panggung dan membuat semua orang
bersorak dan bertepuk tangan!</li>
<li>Kadang-kadang tidak apa-apa sedikit gugup. Jika Anda begitu paranoid
Anda akan membuat kesalahan, maka Anda akan lebih kaku. Justru
orang-orang yang terlalu percaya diri yang paling sering membuat
kesalahan.</li>
<li>Ingat, ketakutan dan kegembiraan adalah hal yang sama. Sikap Anda
terhadapnyalah yang menentukan apakah Anda takut atau gembira dengan hal
itu.</li>
<li>Praktek dengan kelompok-kelompok kecil dan pindah ke kelompok yang lebih besar.</li>
<li>Cobalah membayangkan penonton tampak lebih konyol daripada Anda
(jika Anda bisa). Membayangkan penonton memakai pakaian aneh dapat
membantu Anda merasa baik. Atau, cobalah untuk menghindari penonton
dengan melihat dinding belakang dan tidak pernah mengalihkan mata Anda
dari dinding itu sampai Anda merasa nyaman atau mempersiapkan diri untuk
pergi dari panggung.</li>
<li>Kadang-kadang meyakinkan diri sendiri bahwa Anda akan tampil lebih
baik daripada yang lain dapat membantu meningkatkan kepercayaan diri
Anda. Miliki 'pre-show ritual' tapi hati-hati untuk tidak menjadi
sombong, itu tidak akan membantu penampilan Anda.</li>
<li>Biasanya, ketika Anda tampil, ada lampu sorot besar, sehingga
cahayanya membutakan Anda dan Anda tidak dapat melihat banyak penonton.
Cobalah berfokus pada lampu (tanpa menyilaukan diri Anda sendiri) jika
Anda terlalu takut. Tapi jangan menatap kosong dan jangan menatapnya
sepanjang waktu. Plus, jika itu di tempat khusus, mereka biasanya akan
meredupkan lampu kerumunan sehingga ada titik kosong besar di tempat
kerumunan.</li>
<li>Jika penampilan pertama Anda berjalan lancar, Anda mungkin akan
mengurangi demam panggung (jika ada) untuk mengikuti pertunjukan.</li>
<li>Jika Anda salah tingkah, siapa peduli! Anda akan menertawakan tentang hal itu kelak.</li>
<li>Tidak apa-apa jika Anda memilih untuk tampil dengan keluarga Anda
terlebih dahulu kemudian pergi ke atas panggung karena ini membantu!</li>
<li>Jika Anda menyanyi di depan penonton teman-teman dan keluarga
sekalipun, dan Anda lupa atau kehilangan kata atau baris maka lanjutkan
saja karena satu-satunya waktu orang-orang akan melihat Anda membuat
kesalahan adalah jika Anda berhenti.</li>
<li>Berpura-pura Anda sendirian, tidak ada orang yang menonton, itu yang harus dilakukan, lingkar perhatian.</li>
</ul>
<h2 class="sticking">
<span class="mw-headline" id="Peringatan">Peringatan</span></h2>
<ul>
<li>Pastikan Anda pergi ke kamar mandi sebelum naik ke atas panggung!</li>
<li>Jangan makan terlalu banyak sebelum pergi ke atas panggung nanti
Anda mungkin merasa benar-benar mual. Hal ini juga akan meraup energi
Anda. Makanan itu setelah penampilan saja.</li>
<li>Kecuali Anda berkostum sebagai karakter, pastikan untuk memakai
pakaian yang Anda rasa nyaman dan santai. Anda tidak ingin waswas diri
di penampilan Anda ketika Anda berada di atas panggung. Juga, pastikan
untuk memakai sesuatu yang tidak terlalu mencolok, dan cocok untuk
penampilan Anda. Anda tidak ingin terjebak dalam kerusakan saat tampil!
Kenakan sesuatu yang Anda rasa membuat Anda terlihat baik dan yang
bangga Anda kenakan. Ini akan membuat Anda lebih percaya diri tentang
penampilan Anda.</li>
<li>Siapkanlah sesiap mungkin. Latihan adalah kunci, dan semakin Anda
berlatih, Anda akan merasa semakin percaya diri. Apalagi kualitas
rutinitas Anda, pidato, atau penampilan juga akan membaik.</li>
<li>Ingat isyarat Anda! Salah satu kesalahan yang paling umum dari aktor
yang kurang berpengalaman adalah mengetahui dialog mereka, tetapi tidak
kapan mereka mulai tampil. Anda bisa menghasilkan kesunyian yang sangat
canggung jika isyarat Anda tidak dihafalkan.</li>
</ul>
<br />
<a href="http://id.wikihow.com/" target="_blank">sumber </a><br />
<br />
</div>
</li>
</ol>
</div>
</div>
</li>
</ol>
</div>
</div>
</li>
</ol>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<br />
</div>
</li>
</ol>
</div>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-53342989250802603812015-06-15T06:59:00.001-07:002015-06-15T06:59:33.684-07:00Contoh Makalah KARAKTERISTIK PERKEMBANGAN SOSIAL REMAJABagan / Sistematika membuat makalah sebagai berikut :<br />
<ul>
<li>Halaman Sampul</li>
<li>Kata Pengantar</li>
<li>Daftar Isi</li>
<li>Pendahuluan
<ul>
<li>Latar Belakang</li>
<li>Rumusan Masalah</li>
</ul>
</li>
<li>Pembahasan</li>
<li>Kesimpulan dan Saran</li>
<li>Daftar Pustaka</li>
</ul>
<div class="td-paragraph-padding-4">
<blockquote class="td-quote-classic">
Berikut contoh makalah berjudul “karakteristik Perkembangan Sosial Remaja”.</blockquote>
</div>
<h2 style="text-align: center;">
Contoh Makalah</h2>
<hr />
<h3 style="text-align: center;">
KARAKTERISTIK PERKEMBANGAN SOSIAL REMAJA</h3>
<div style="text-align: center;">
Tugas Mandiri<br />
Mata Kuliah : Perkembangan Peserta Didik</div>
<div style="text-align: center;">
#LOGO#</div>
<div style="text-align: center;">
Disusun oleh :</div>
<div style="text-align: center;">
Nama : YULI SITI RODIYAH</div>
<div style="text-align: center;">
NIM : 2013150152</div>
<div style="text-align: center;">
Ruang : 02 PPKMB</div>
<div style="text-align: center;">
FAKULTAS KEGURUAN DAN ILMU PENDIDIKAN</div>
<div style="text-align: center;">
PROGRAM STUDI PENDIDIKAN KEWARGANEGARAAN</div>
<div style="text-align: center;">
UNIVERSITAS PAMULANG</div>
<div style="text-align: center;">
2014</div>
<br />
<div style="text-align: center;">
KATA PENGANTAR</div>
<div style="text-align: justify;">
Alhamdulillah, Puja dan Puji hanya
layak tercurahkan kepada Allah SWT. , karena atas limpahan karunia-Nya.
Shalawat serta salam semoga tercurahkan kepada Rasulullah Muhammad
Shallallahu’alaihi wa sallam. Manusia istimewa yang seluruh perilakunya
layak untuk diteladani, yang seluruh ucapannya adalah kebenaran, yang
seluruh getar hatinya kebaikan. Sehingga Penulis dapat menyelesaikan
tugas mandiri ini tepat pada waktunya.</div>
<div style="text-align: justify;">
Penulis sangat tertarik untuk mengajukan Judul : KARAKTERISTIK PERKEMBANGAN SOSIAL REMAJA.</div>
<div style="text-align: justify;">
Banyak kesulitan dan hambatan yang
Penulis hadapi dalam membuat tugas mandiri ini tapi dengan semangat dan
kegigihan serta arahan, bimbingan dari berbagai pihak sehingga Penulis
mampu menyelesaikan tugas mandiri ini dengan baik, oleh karena itu pada
kesempatan ini, Penulis mengucapkan terima kasih kepada :</div>
<ul>
<li>Perempuan istimewa Mamah dan Alm ayah yang selalu menjadi inspirasiku, serta mencurahkan kasih sayang tanpa pamrih.</li>
<li>Bapak Sucipto sebagai dosen Perkembangan Peserta Didik. Semoga ilmunya berkah dan menjadi aliran amal hingga kelak di Barzakh.</li>
<li>Mahardika, yang sudah memberikan motivasinya dan teman – teman kelas 02PPKMB.</li>
</ul>
<div style="text-align: justify;">
Penulis menyimpulkan bahwa tugas
mandiri ini masih belum sempurna, oleh karena itu Penulis menerima saran
dan kritik, guna kesempurnaan tugas mandiri ini dan bermanfaat bagi
Penulis dan pembaca pada umumnya.</div>
<br />
<div style="text-align: right;">
Pamulang, Maret 2014</div>
<div style="text-align: right;">
Penulis</div>
<div style="text-align: center;">
DAFTAR ISI</div>
HALAMAN JUDUL……………………………………………………………………………………… i<br />
KATA PENGANTAR……………………………………………………………………………………. ii<br />
DAFTAR ISI………………………………………………………………………………………………… iv<br />
BAB I PENDAHULUAN………………………………………………………………………….. 1<br />
<ol>
<li>Latar Belakang…………………………………………………………………………… 1</li>
<li>Rumusan Masalah………………………………………………………………………. 2</li>
</ol>
BAB II PEMBAHASAN…………………………………………………………………………….. 3<br />
<ol>
<li>Pengertian Perkembangan Sosial………………………………………………….. 3</li>
<li>Ciri Perkembangan Sosial……………………………………………………………. 3</li>
<li>Penyesuaian Karakteristik Sosial Remaja………………………………………. 4</li>
<li>Transisi Sosial……………………………………………………………………………. 5</li>
<li>Faktor – Faktor yang Mempengaruhi Perkembangan Sosial…………….. 5</li>
</ol>
BAB V KESIMPULAN DAN SARAN……………………………………………………….. 8<br />
DAFTAR PUTAKA………………………………………………………………………………………. 8<br />
<br />
<i>Pada unduhan akan lebih rapih, dan sama rata marginnya.</i><br />
<br />
<div style="text-align: center;">
BAB I</div>
<div style="text-align: center;">
PENDAHULUAN</div>
<div style="padding-left: 30px;">
<strong>A. Latar Belakang</strong></div>
<div style="text-align: justify;">
Peserta didik adalah makhluk sosial.
Sebagai makhluk sosial, ia membutuhkan orang lain untuk dapat tumbuh
kembang menjadi manusia yang utuh. Dalam perkembangannya, pendapat dan
sikap peserta didik dapat berubah karena interaksi dan saling
berpengaruh antar sesama peserta didik maupun dengan proses sosialisasi.
Dengan mempelajari perkembangan hubungan sosial diharapkan dapat
memahami pengertian dan proses sosialisasi peserta didik.</div>
<div style="text-align: justify;">
Pada awal manusia dilahirkan belum
bersifat sosial, dalam arti belum memiliki kemampuan dalam berinteraksi
dengan orang lain. Perkembangan sosial pada masa remaja berkembang
kemampuan untuk memahami orang lain sebagai individu yang unik. Baik
menyangkut sifat-sifat pribadi, minat, nilai-nilai atau perasaan
sehingga mendorong remaja untuk bersosialisasi lebih akrab dengan
lingkungan sebaya atau lingkungan masyarakat baik melalui persahabatan
atau percintaan. Pada masa ini berkembangan sikap cenderung menyerah
atau mengikuti opini, pendapat, nilai, kebiasaan, kegemaran, keinginan
orang lain. Ada lingkungan sosial remaja (teman sebaya) yang menampilkan
sikap dan perilaku yang dapat dipertanggung jawabkan misalnya: taat
beribadah, berbudi pekerti luhur, dan lain-lain. Tapi ada juga beberapa
remaja yang terpengaruh perilaku tidak bertanggung jawab teman
sebayanya, seperti : mencuri, pergaulan bebas, narkotik, miras, dan
lain-lain. Remaja diharapkan memiliki penyesuaian sosial yang tepat
dalam arti kemampuan untuk mereaksi secara tepat terhadap realitas
sosial, situasi dan relasi baik di lingkungan keluarga, sekolah dan
masyarakat.</div>
<div style="text-align: justify;">
Oleh karena itu, penyusun ingin membuat makalah dengan judul : “Karakteristik Perkembangan Sosial Remaja”.</div>
<div style="padding-left: 30px;">
<strong>B. Rumusan Masalah</strong></div>
Berdasarkan latar belakang masalah di atas, penyusun merumuskan rumusan masalah sebagai berikut.<br />
<ol>
<li>Apa yang dimaksud dengan perkembangan sosial ?</li>
<li>Apa saja ciri – ciri perkembangan sosial remaja ?</li>
<li>Apa saja ruang lingkup perkembangan karakteristik sosial remaja ?</li>
<li>Bagaimana transisi sosial remaja ?</li>
<li>Apa faktor-faktor yang mempengaruhi perkembangan sosial ?</li>
</ol>
<div style="text-align: center;">
<strong>PEMBAHASAN</strong></div>
<div style="padding-left: 30px;">
<strong>A. Pengertian Perkembangan Sosial</strong></div>
<div style="text-align: justify;">
Perkembangan sosial adalah kemajuan
yang progresif melalui kegiatan yang terarah dari individu dalam
pemahaman atas warisan sosial dan formasi pola tingkah lakunya yang
luwes. Hal itu disebabkan oleh adanya kesesuaian yang layak antara
dirinya dengan warisan sosial itu.</div>
<div style="text-align: justify;">
Menurut Elizabeth B. Hurlock,
perkembangan sosial adalah kemampuan seseorang dalam bersikap atau tata
cara perilakunya dalam berinteraksi dengan unsur sosialisasi di
masyarakat.</div>
<div style="text-align: justify;">
Jadi, dapat diartikan bahwa perkembangan
sosial akan menekankan perhatiannya kepada pertumbuhan yang bersifat
progresif. Seorang individu yang lebih besar tidak bersifat statis dalam
pergaulannya, karena dirangsang oleh lingkungan sosial, adat istiadat,
kebiasaan – kebiasaan kelompok dimana ia sebagai salah satu anggota
kelompoknya.</div>
<div style="padding-left: 30px;">
<strong>B. Ciri Perkembangan Sosial Remaja</strong></div>
<ul>
<li style="text-align: justify;">Berkembangnya kemampuan memahami orang lain.</li>
<li style="text-align: justify;">Pemilihan persahabatan dengan kualitas psikologis yang relatif sama dengan dirinya.</li>
<li style="text-align: justify;">Berkembangnya sikap kecenderungan untuk menyerah atau mengikuti pendapat, nilai, kebiasaan, kegemaran, atau keinginan sebaya.</li>
<li style="text-align: justify;">Memiliki kemampuan merekasi yang tepat terhadap realitas sosial.</li>
</ul>
<div style="padding-left: 30px;">
<strong>C. Penyesuaian Karakteristik Sosial Remaja</strong></div>
<div style="text-align: justify;">
Remaja yang dalam masa mencari dan ingin
menentukan jati dirinya memiliki sikap yang terlalu tinggi menilai
dirinya atau sebaliknya. Mereka belum memahami benar tentang norma-norma
sosial yang berlaku di dalam kehidupan bermasyarakat. Keduanya dapat
menimbulkan hubungan sosial yang kurang serasi, karena mereka sukar
untuk menerima norma sesuai dengan kondisi dalam kelompok atau
masyarakat. Sikap menentang dan sikap canggung dalam pergaulan akan
merugikan kedua belah pihak. Oleh karena itu, diperlukan adanya upaya
pengembangan hubungan sosial remaja diantaranya :</div>
<ul>
<li style="text-align: justify;">Lingkungan Keluarga
<ul style="text-align: justify;">
<li>Menjalin hubungan yang baik dengan anggota keluarga.</li>
<li>Menerima otoritas orang tua.</li>
<li>Bertanggung jawab norma-norma yang berlaku dikeluarga.</li>
<li>Berusaha untuk membantu anggota keluarga, sebagai individu maupun kelompok dalam mencapai tujuannya.</li>
</ul>
</li>
<li style="text-align: justify;">Lingkungan Sekolah.
<ul style="text-align: justify;">
<li>Menghormati dan menerima peraturan sekolah.</li>
<li>Berpartisipasi dalam kegiatan sekolah.</li>
<li>Bersosisalisasi dengan lingkungan sekolah.</li>
</ul>
</li>
<li style="text-align: justify;">Lingkungan Masyarakat
<ul>
<li style="text-align: justify;">Menghormati hak-hak orang lain</li>
<li style="text-align: justify;">Bersosialisasi dengan lingkungan masyarakat.</li>
<li style="text-align: justify;">Bersimpati dan empati terhadap kesejahteraan orang lain.</li>
<li style="text-align: justify;">Menghormati nilai-nilai, hukum, tradisi dan kebijakan yang berlaku dimasyarakat.</li>
</ul>
</li>
</ul>
<div style="padding-left: 30px;">
<strong>D. Transisi Sosial</strong></div>
<div style="text-align: justify;">
Santrock (2003: 24) mengungkapkan bahwa
pada transisi sosial remaja mengalami perubahan dalam hubungan individu
dengan manusia lain yaitu dalam emosi, dalam kepribadian, dan dalam
peran dari konteks sosial dalam perkembangan. Membantah orang tua,
serangan agresif terhadap teman sebaya, perkembangan sikap asertif,
kebahagiaan remaja dalam peristiwa tertentu serta peran gender dalam
masyarakat merefleksikan peran proses sosial-emosional dalam
perkembangan remaja. John Flavell (dalam Santrock, 2003: 125) juga
menyebutkan bahwa kemampuan remaja untuk memantau kognisi sosial mereka
secara efektif merupakan petunjuk penting mengenai adanya kematangan dan
kompetensi sosial mereka.</div>
<div style="padding-left: 30px;">
<strong>E. Faktor-Faktor yang Mempengaruhi Perkembangan Sosial</strong></div>
<div style="text-align: justify;">
Perkembangan sosial manusia dipengaruhi
oleh beberapa faktor yaitu: keluarga, kematangan anak, status ekonomi
keluarga, tingkat pendidikan, dan kemampuan mental terutama emosi dan
inteligensi.</div>
<div style="padding-left: 30px; text-align: justify;">
a. Keluarga</div>
<div style="text-align: justify;">
Keluarga merupakan lingkungan pertama
yang memberikan pengaruh terhadap berbagai aspek perkembangan anak,
termasuk perkembangan sosialnya. Kondisi dan tata cara kehidupan
keluarga merupakan lingkungan yang kondusif bagi sosialisasi anak. Di
dalam keluarga berlaku norma-norma kehidupan keluarga, dan dengan
demikian pada dasarnya keluarga merekayasa perilaku kehidupan anak.</div>
<div style="text-align: justify;">
Proses pendidikan yang bertujuan
mengembangkan kepribadian anak lebih banyak ditentukan oleh keluarga.
Pola pergaulan dan bagaimana norma dalam menempatkan diri terhadap
lingkungan yang lebih luas ditetapkan dan diarahkan oleh keluarga.</div>
<div style="padding-left: 30px; text-align: justify;">
b. Kematangan Anak</div>
<div style="text-align: justify;">
Bersosialisasi memerlukan kematangan
fisik dan psikis. Untuk mampu mempertimbangan dalam proses sosial,
memberi dan menerima pendapat orang lain, memerlukan kematangan
intelektual dan emosional. Di samping itu, kemampuan berbahasa ikut pula
menentukan.</div>
<div style="text-align: justify;">
Dengan demikian, untuk mampu
bersosialisasi dengan baik diperlukan kematangan fisik sehingga setiap
orang fisiknya telah mampu menjalankan fungsinya dengan baik.</div>
<div style="padding-left: 30px; text-align: justify;">
c. Status Sosial Ekonomi</div>
<div style="text-align: justify;">
Kehidupan sosial banyak dipengaruhi oleh
kondisi atau status kehidupan sosial keluarga dalam lingkungan
masyarakat. Masyarakat akan memandang anak, bukan sebagai anak yang
independen, akan tetapi akan dipandang dalam konteksnya yang utuh dalam
keluarga anak itu. “ia anak siapa”. Secara tidak langsung dalam
pergaulan sosial anak, masyarakat dan kelompoknya dan memperhitungkan
norma yang berlaku di dalam keluarganya.</div>
<div style="text-align: justify;">
Dari pihak anak itu sendiri, perilakunya
akan banyak memperhatikan kondisi normatif yang telah ditanamkan oleh
keluarganya. Sehubungan dengan itu, dalam kehidupan sosial anak akan
senantiasa “menjaga” status sosial dan ekonomi keluarganya. Dalam hal
tertentu, maksud “menjaga status sosial keluarganya” itu mengakibatkan
menempatkan dirinya dalam pergaulan sosial yang tidak tepat. Hal ini
dapat berakibat lebih jauh, yaitu anak menjadi “terisolasi” dari
kelompoknya. Akibat lain mereka akan membentuk kelompok elit dengan
normanya sendiri.</div>
<div style="padding-left: 30px; text-align: justify;">
d. Pendidikan</div>
<div style="text-align: justify;">
Pendidikan merupakan proses sosialisasi
anak yang terarah. Hakikat pendidikan sebagai proses pengoperasian ilmu
yang normatif, akan memberikan warna kehidupan sosial anak di dalam
masyarakat dan kehidupan mereka di masa yang akan datang. Pendidikan
dalam arti luas harus diartikan bahwa perkembangan anak dipengaruhi oleh
kehidupan keluarga, masyarakat, dan kelembagaan. Penanaman norma
perilaku yang benar secara sengaja diberikan kepada peserta didik yang
belajar di kelembagaan pendidikan (sekolah).</div>
<div style="text-align: justify;">
Kepada peserta didik bukan saja
dikenalkan kepada norma-norma lingkungan dekat, tetapi dikenalkan kepada
norma kehidupan bangsa (nasional) dan norma kehidupan antarbangsa. Etik
pergaulan membentuk perilaku kehidupan bermasyarakat dan bernegara.</div>
<div style="padding-left: 30px; text-align: justify;">
e. Kapasitas Mental, Emosi, dan Intelegensi</div>
<div style="text-align: justify;">
Kemampuan berpikir banyak mempengaruhi
banyak hal, seperti kemampuan belajar, memecahkan masalah, dan
berbahasa. Anak yang berkemampuan intelektual tinggi akan berkemampuan
berbahasa secara baik. Oleh karena itu kemampuan intelektual tinggi,
kemampuan berbahasa baik, dan pengendalian emosional secara seimbang
sangat menentukan keberhasilan dalam perkembangan sosial anak.</div>
<div style="text-align: justify;">
Sikap saling pengertian dan kemampuan
memahami orang lain merupakan modal utama dalam kehidupan sosial dan hal
ini akan dengan mudah dicapai oleh remaja yang berkemampuan intelektual
tinggi.</div>
<br />
<strong>KESIMPULAN DAN SARAN</strong><br />
<ol>
<li>Kesimpulan</li>
</ol>
Berdasarkan uraian sebelumnya, Penulis dapat menyimpulkan sebagai berikut :<br />
<ol>
<li>Perkembangan sosial adalah berkembangnya tingkat hubungan antar manusia berkaitan dengan meningkatnya kebutuhan manusia.</li>
<li>Perhatian remaja mulai tertuju pada pergaulan dimasyarakat dan
mereka membutuhkan pemahaman tentang norma kehidupan yang kompleks.
Pergaulan remaja banyak diwujudkan dalam bentuk kehidupan kelompok
terutama kelompok sebaya.Perkembangan anak remaja dipengaruhi oleh
beberapa faktor, yaitu : kondisi keluarga, kematangan anak, status
sosial ekonomi keluarga, pendidikan, dan kapasitas mental terutama
intelek dan emosi.</li>
<li>Saran</li>
</ol>
Sesuai dengan kesimpulan diatas, Penulis menyarankan setiap calon
peserta didik dapat memahami konsep perkembangan sosial peserta
didiknya.<br />
<br />
<strong>DAFTAR PUSTAKA</strong><br />
“KARAKTERISTIK PERKEMBANGAN SOSIAL REMAJA”, http://nahdamar.blogspot.com/2013/03/karakteristik-perkembangan-sosial-remaja.html<br />
“KARAKTERISTIK REMAJA” http://belajarpsikologi.com/karakteristik-remaja/<br />
[/sociallocker]<br />
Penulis Makalah : <a href="https://plus.google.com/u/0/112909969617049502526">Yuli Siti Rodiyah </a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-24752470641397595812015-06-14T03:38:00.000-07:002015-06-14T03:38:34.030-07:00Perencanaan Struktur Balok Anak <h3 class="post-title entry-title">
</h3>
<div class="post-header">
</div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8AtIKLnIJEoQAFb9hZNPmOcQrcOZVx6KGtj37EPBrDVcP4M4x-oembk-8X416GLlUd_Ffd-WeHajeEdHbc0xzLzh9THp5a4ADwsqLrFcZ9k_U28YHlsze5xHUIGPyrF4X9Ic2BPCjjwU/s1600/Balok+Beton.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Balok Beton" border="0" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8AtIKLnIJEoQAFb9hZNPmOcQrcOZVx6KGtj37EPBrDVcP4M4x-oembk-8X416GLlUd_Ffd-WeHajeEdHbc0xzLzh9THp5a4ADwsqLrFcZ9k_U28YHlsze5xHUIGPyrF4X9Ic2BPCjjwU/s1600/Balok+Beton.jpg" title="Balok Beton" width="200" /></a></div>
Perhitungan struktur balok anak relatif sederhana, karena balok anak di
desain untuk membagi luasan plat lantai agar tidak melendut dan tidak
terjadi getaran pada plat saat ada aktivitas di atasnya. Melihat
fungsinya yang relatif sederhana, maka balok anak cukup didesan untuk
menerima beban mati dan hidup saja, tanpa didesain menerima beban gempa.
Tahap perhitungan balok anak adalah sebagai berikut :</div>
<ol>
<li>Menentukan Dimensi,</li>
<li>Menentukan Beban- beban yang bekerja,</li>
<li>Menentukan Gaya Dalam,</li>
<li>Menghitung Tulangan Utama,</li>
<li>Menghitung Tulangan geser (Sengkang),</li>
<li>Gambar</li>
</ol>
Detail tahap perhitungan balok adalah dijelaskan sebagai berikut :<br />
<a href="https://www.blogger.com/null" name="more"></a><br />
<br />
<b>1. Menentukan Dimensi</b><br />
<div style="text-align: justify;">
Dimensi tinggi balok anak diperkirakan h = (1/10 – 1/15) L dan lebar
balok anak b = (1/2 – 2/3) h (Vis dan Gideon, 1997). Balok anak yang di
desain adalah bentang 7200 mm.</div>
<ul>
<li>h = 1/12 x 7200 = 600 mm</li>
<li>b = 2/3 x 600 = 400 mm</li>
</ul>
<div style="text-align: justify;">
Balok anak yang ditinjau terletak pada lantai 3 dengan L = 7200 mm seperti ditunjukkan pada Gambar 1 sebagai berikut.</div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivxWt1xxcFR215sSgpB4engXj5H8c3h0h9871eXpCGOXNTM0bBB33eB8rnzhUeQKiFRDBcJGK7fve9XeWNWY_YBEJjsZ1U1yjGTM54rI1Tb18gAfgyTbW4tJq1EPPixI4K1h3wot8tj-4/s1600/Perhitungan+Balok+Beton.png" style="margin-left: 1em; margin-right: 1em;"><img alt="Perhitungan Struktur Balok" border="0" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivxWt1xxcFR215sSgpB4engXj5H8c3h0h9871eXpCGOXNTM0bBB33eB8rnzhUeQKiFRDBcJGK7fve9XeWNWY_YBEJjsZ1U1yjGTM54rI1Tb18gAfgyTbW4tJq1EPPixI4K1h3wot8tj-4/s1600/Perhitungan+Balok+Beton.png" title="Perhitungan Struktur Balok" width="470" /></a></div>
<div style="text-align: center;">
Gambar 1. Denah Balok Anak yang Ditinjau</div>
<b>2. Menentukan Beban- beban yang bekerja</b><br />
<br />
Beban mati merata yang bekerja pada plat lantai sebagai berikut :<br />
<ul>
<li>Beban plat lantai = 0,12 x 24 = 2,88 kN/m2</li>
<li>Beban pasir setebal 1 cm = 0,01 x 16 = 0,16 kN/m2</li>
<li>Beban spesi setebal 3 cm = 0,03 x 22 = 0,66 kN/m2</li>
<li>Beban keramik setebal 1 cm = 0,01 x 22 = 0,22 kN/m2 </li>
<li>Beban plafon dan penggantung = 0,2 kN/m2</li>
<li>Beban Instalasi ME = 0,25 kN/m2</li>
<li>Total beban mati = 4,37 kN/m2 </li>
</ul>
Beban hidup (L) = 2,5 kN/m2 <br />
<b><br /></b>
<b><br /></b>
<b>3. Menentukan Gaya Dalam</b><br />
<div style="text-align: justify;">
Gaya dalam yang bekerja pada elemen balok anak dapat diketahui dengan
Program SAP 2000 atau ETABS. Besarnya gaya dalam yang diperoleh adalah
sebagai berikut :</div>
<ul>
<li>Gaya geser, Vu = 66,13 kN</li>
<li>Momen tumpuan (-) = 97,9 kNm</li>
<li>Momen lapangan (+) = 46,75 kNm</li>
</ul>
Screenshoot dari gaya- gaya dalam tersebut adalah sebagai berikut :<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHvL77WWuctN4G9RdvagRywrEGzL1rxBKOzZlURZdeiFkwHCHziLK5FiHVgc2d4wP9TgHi8OAO7wnP5qHV6IsX4HJOGVJTrBDvJjLIPi0XwiSJJh6LwdQgreXxyijH9sCJiuLrUhOtDBk/s1600/Perhitungan+Struktur+Balok.png" style="margin-left: 1em; margin-right: 1em;"><img alt="Perhitungan Struktur Balok" border="0" height="398" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHvL77WWuctN4G9RdvagRywrEGzL1rxBKOzZlURZdeiFkwHCHziLK5FiHVgc2d4wP9TgHi8OAO7wnP5qHV6IsX4HJOGVJTrBDvJjLIPi0XwiSJJh6LwdQgreXxyijH9sCJiuLrUhOtDBk/s1600/Perhitungan+Struktur+Balok.png" title="Perhitungan Struktur Balok" width="400" /></a></div>
<div style="text-align: center;">
Gambar 2. Gaya Dalam pada Balok Anak yang Ditinjau</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: left;">
<b>4. Menghitung Tulangan Utama</b></div>
<div style="text-align: left;">
<div style="text-align: justify;">
Kebutuhan tulangan utama pada struktur balok anak bisa diketahui secara praktis menggunakan ETABS atau SAP 2000 dengan fitur <span style="color: blue;"><i>Design - Concrete Frame Design - Longitudinal Reinforcing </i></span>sebagai berikut :</div>
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpZHaui8XomjWVBlM0-ExkW6pTICM4wxzRFP0n313giGCUleFhcOJEVA1JZ9HBT5rZy7_azyDzKD9QRjPkWh-r_h50v4mHAGoKe7i7x0eOLbSLUyBHVXJ-Une1pzyepNm_KDcgkEHmro4/s1600/Perhitungan+Balok+Beton.png.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Perhitungan Struktur Balok" border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpZHaui8XomjWVBlM0-ExkW6pTICM4wxzRFP0n313giGCUleFhcOJEVA1JZ9HBT5rZy7_azyDzKD9QRjPkWh-r_h50v4mHAGoKe7i7x0eOLbSLUyBHVXJ-Une1pzyepNm_KDcgkEHmro4/s1600/Perhitungan+Balok+Beton.png.jpg" title="Perhitungan Struktur Balok" width="400" /> </a></div>
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Gambar 4. As perlu pada Penampang Balok Anak</div>
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(klik Gambar untuk tampilan yang lebih jelas)</div>
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</div>
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Bagian yang Kami beri tanda tersebut menunjukkan luas tulangan yang
diperlukan pada penampang balok. Penulangan bisa diasumsikan menggunakan
D16. As = 1/4 x 3,14 x 16 x 16 = 200,96 mm2</div>
<ul>
<li>As perlu di daerah tumpuan = 656 mm2 (dari ETABS). Maka jumlah
tulangan yang dibutuhkan = 656 / 200,96 = 3,3 -> digunakan 4D16</li>
<li>As perlu di daerah lapangan = 439 mm2 (dari ETABS). Maka jumlah tulangan
yang dibutuhkan = 439 / 200,96 = 2,2 -> digunakan 3D16</li>
<li><a href="http://www.perencanaanstruktur.com/" target="_blank">sumber </a></li>
</ul>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-37917697282571499042015-06-14T03:36:00.001-07:002016-12-16T17:14:43.530-08:00Metode Pengerjaan dan Konstruksi Ground Tank <h3 class="post-title entry-title">
</h3>
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Kebutuhan air yang cukup besar dan kurangnya pasokan air yang memadai
menjadi alasan dibutuhkannya sistem penyimpan air tambahan, salah
satunya adalah dengan <i>tower water tank</i> (menara tangki air) dan <i>ground tank</i> (tangki bawah tanah). Untuk alasan estetika/ keindahan dan biaya, biasanya banyak orang lebih memilih menggunakan <i>ground tank</i>,
karena letaknya yang tidak kelihatan (terpendam di bawah tanah) dan
dari segi pembuatan juga relatif lebih murah jika dibandingkan t<i>ower water tank</i> karena tidak perlu struktur kolom dan balok. </div>
<br />
Mekanisme kerjanya adalah sumber air dari sumur di pompa ke atas, kemudian disimpan di <i>ground tank</i>. Lalu dari <i>ground tank</i> ini akan dipompa lagi ke water tank di atap (ukuran kecil), baru diedarkan ke saluran- saluran air di bawahnya.<br />
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Campuran beton yang dipakai dalam pembuatan <i>ground tank</i> harus tepat dan kedap air (<i>water proof)</i>. Dengan perbandingan plesteran semen dengan pasir yang digunakan adalah 1 : 3. Detail sistem kerjanya adalah sebagai berikut <br />
<a href="https://www.blogger.com/null" name="more"></a>:</div>
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Gambar 1. Tanah digali, lalu diberikan lapisan beton setebal 3- 5 cm untuk lantai kerja.</div>
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Gambar 2. Pemasangan stek tulangan untuk perkuatan dinding <i>Ground Tank.</i></div>
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Gambar 3. Pembuatan lubang peturasan di bawah.</div>
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Gambar 4. Pemasangan tulangan wiremesh diameter 10 mm <b>M- 150</b> (artinya jarak antar tulangannya 150 mm), untuk konstruksi dengan beton bertulang.</div>
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<div style="text-align: justify;">
Karena konstruksi ground tank ini menampung air dalam kapasitas yang
relatif besar, maka tekanan yang dihasilkan pun juga besar. Maka
dibutuhkan perkuatan tambahan di ke 4 ujung sudutnya. Perhatikan
tulangan perkuatan tambahan yang dipasang di ujung dinding.</div>
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Gambar 5. Penambahan tulangan di ujung- ujung <i>Ground Tank</i> untuk perkuatan dinding.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAdyYfl-Q5KbnZToyAg8c1st-e8Mp-rVcvkUOySqw3KzziTiTLOv1u6Wk3eX-nGfNvWeCi1n_HVwRSmacfqDOPH7XAOXmiy02ov-mCv_xhaojKQOGcMTbvRZYlGz0qLXiJeLZhS1DTsY0/s1600/61.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAdyYfl-Q5KbnZToyAg8c1st-e8Mp-rVcvkUOySqw3KzziTiTLOv1u6Wk3eX-nGfNvWeCi1n_HVwRSmacfqDOPH7XAOXmiy02ov-mCv_xhaojKQOGcMTbvRZYlGz0qLXiJeLZhS1DTsY0/s400/61.jpg" width="400" /></a></div>
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Gambar 6. Pemasangan bata untuk pengganti bekisting (karena bagian dalamnya akan di plester dan dikeramik)</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeP_8oeBXNRbsKEAl2XTf_JbfcjLNygOfhxOfplbXdyvvheNIzmXsvErZkmD49PQSAXW2BzR-zsR31PYxvaHX9ft0Zrd4_hf-t3HeM09mQtqOwr14FFpBTV2yWJNZJB4pwJx22PAzNvVg/s1600/7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeP_8oeBXNRbsKEAl2XTf_JbfcjLNygOfhxOfplbXdyvvheNIzmXsvErZkmD49PQSAXW2BzR-zsR31PYxvaHX9ft0Zrd4_hf-t3HeM09mQtqOwr14FFpBTV2yWJNZJB4pwJx22PAzNvVg/s400/7.jpg" width="400" /></a></div>
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Gambar 7. Pembuatan manhole dan pemasangan bekisting atas untuk pengecoran.</div>
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Gambar 8. Pembetonan bagian atas.</div>
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Pada bagian atas, dibuat manhole sebagai acces untuk masuk ke dalam.
Biasanya untuk menguras dan mengecek keadaan pompa. Setelah pembetonan
selesai, maka ground tank ini harus diuji dulu untuk memastikan bahwa
tidak ada kebocoran, setelah semua fix baru dipasang keramik untuk
perlindungan terhadap lumut dan kemudahan dalam pengurasan.<br />
<a href="http://www.perencanaanstruktur.com/" target="_blank">sumber </a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-65547767670563468042015-06-14T03:34:00.001-07:002015-06-14T03:34:09.266-07:00Bekisting Plastik untuk Proyek Konstruksi <h3 class="post-title entry-title">
</h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTkjg5y0WZQ4IJKH3Q2HRvlcL0JSwmjnHH0XMEmE1LF10kCeCk47zHZh6efRTV-eOPUjGb6L4ax36jcMZJ980leUJpQNekc8qXGn6VfK0-CiD-hs-CmmjgX-9L5isKcQRpg4Z_HmfynI8/s1600/Platic-formwork-12-150x150.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTkjg5y0WZQ4IJKH3Q2HRvlcL0JSwmjnHH0XMEmE1LF10kCeCk47zHZh6efRTV-eOPUjGb6L4ax36jcMZJ980leUJpQNekc8qXGn6VfK0-CiD-hs-CmmjgX-9L5isKcQRpg4Z_HmfynI8/s1600/Platic-formwork-12-150x150.jpg" /></a></div>
<div style="text-align: justify;">
Kayu yang sering digunakan sebagai bekisting semakin sulit didapatkan
dan area hutan sebagai bahan baku kayu pun semakin berkurang. Penebangan
hutan dihadapkan pada permasalahan yang semakin hari semakin besar
yaitu pemanasan global (<i>Global Warming</i>).</div>
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Dalam dunia konstruksi di Indonesia, penggunaan bekisting kayu hampir
belum ada penggantinya. Proyek konstruksi di Indonesia sepertinya masih
sangat menggantungkan kayu sebagai material utama pembuatan bekisting.
Ada alternatif dengan menggunakan material baja atau besi, namun
penggunaannya masih terbatas karena material tersebut memiliki berat
jenis yang tinggi sehingga menimbulkan masalah kesulitan pelaksanaan
dalam aplikasinya.<br />
<a href="https://www.blogger.com/null" name="more"></a></div>
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Selama ratusan tahun negara kita merupakan penghasil bahan baku dari
hutan yang besar. Bisa jadi merupakan salah satu yang terbesar di dunia.
Namun itu dulu… Sekarang dengan banyaknya penebangan hutan secara liar
dan eksploitasi yang besar-besaran, hutan kita semakin menyusut sehingga
saat ini kita mulai menghadapi kelangkaan kayu sebagai bahan bekisting
dalam pengerjaan proyek konstruksi.Coba perhatikan saja banyaknya volume
kayu yang dibutuhkan untuk bekisting dalam suatu proyek.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgUa-cQ8JoXkzmXUSk3UqOI6UyysP9iovDzUQQTv0SP7CiM-w93PrY_Odan_hUCGKLZgEFy-oiutnnZMJ7hx5hQIjyY26zloxv4IP7g5AAj036hoouBJrQWXhq5Hepf5EI4Ddwo0f_0pU/s1600/Bagian+Bekisting+dan+Perancah.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgUa-cQ8JoXkzmXUSk3UqOI6UyysP9iovDzUQQTv0SP7CiM-w93PrY_Odan_hUCGKLZgEFy-oiutnnZMJ7hx5hQIjyY26zloxv4IP7g5AAj036hoouBJrQWXhq5Hepf5EI4Ddwo0f_0pU/s400/Bagian+Bekisting+dan+Perancah.jpg" width="400" /></a></div>
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Gambar 1. Elemen- elemen Bekisting dalam Suatu Proyek Konstruksi (Klik gambar untuk memperbesar)<br />
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Itu baru penggunaan bekisting dalam 1 ruangan saja loh... Coba bayangkan
berapa banyak kayu yang dibutuhkan untuk bekisting dalam proyek besar
seperti di bawah ini...</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_3ykEA_7N8NpKLXlNMuEznmlwbeOxyPgTOjwiccEbs518MOqpAHdwCMKlmyLFCkw06QoWYE2vTNZRP07k3OI94yaLhJOpHKm9PnVnnorciifa0OE9HvN8_mGJ6cQCOH5LazMmjOYSToA/s1600/CIMG1007.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_3ykEA_7N8NpKLXlNMuEznmlwbeOxyPgTOjwiccEbs518MOqpAHdwCMKlmyLFCkw06QoWYE2vTNZRP07k3OI94yaLhJOpHKm9PnVnnorciifa0OE9HvN8_mGJ6cQCOH5LazMmjOYSToA/s400/CIMG1007.JPG" width="400" /></a></div>
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Gambar 2. Keseluruhan Penggunaan Bekisting Kayu dalam Proyek Konstruksi</div>
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Berdasarkan pengalaman selama mengerjakan proyek, bekisting pekerjaan
struktur beton telah menghabiskan begitu banyak kayu yang setelah
digunakan, tidak dapat diolah kembali dan menjadi masalah baru yaitu
sampah. Penggunaan kayu bekisting merupakan satu-satunya hal yang
membuat pelaksanaan konstruksi masih belum bisa dikatakan ”green”.
Penggunaan begitu banyak kayu telah membuat enviromental assesment pada
perusahaan kontraktor yang telah mendapatkan sertifikasi<span style="color: blue;"> ISO 14000</span> tidak begitu bagus. Masalah ini telah menjadi handycap yang harus diselesaikan.</div>
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<div style="text-align: justify;">
Sudah saatnya kita mulai memikirkan alternatif lain selain kayu sebagai
bahan bekisting. Beberapa tahun terakhir telah ada produk bekisting yang
menggunakan bahan dasar plastik yang dikompositkan dengan bahan <i>fiber glass</i>. Bahan plastik yang dikompositkan dengan <i>fiber glass </i>tersebut memiliki kemampuan yang sama, bahkan lebih baik dari kayu untuk digunakan sebagai bekisting.</div>
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<div style="text-align: justify;">
Banyak pabrik di luar negeri telah memproduksi sistem bekisting plastik
ini secara massal. Bekisting plastik yang mereka buat dapat digunakan
untuk elemen struktur pondasi, kolom, dinding dan pelat lantai. Hal ini
berarti hampir semua elemen struktur beton dapat menggunakan sistem
bekisting plastik yang mereka produksi. Beberapa perusahaan yang telah
memasarkan produk sistem bekisting plastik /<i> Plastic Formwork System</i> antara lain:</div>
<ul>
<li>Hangzhou Yongshun Plastic Industry.</li>
<li>EPIC ECO. </li>
<li>Moladi.</li>
</ul>
Berikut ini adalah contoh aplikasi penggunaan bekisting plastik dalam beberapa proyek konstruksi :<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0hzUCToVBrFFLd3cYwcG0BZ1uuYRkMblwcAlZKglNwRV4lliOPgwx2fZ-B5SeZoaTVIPxnL4M6f-U5MjkPKUMyE3J9z5L4ebCxicliGfEDhoiy2ts0FgncccZXhfUWnMFCV_wK5Rrxu4/s1600/plastic-fw-1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0hzUCToVBrFFLd3cYwcG0BZ1uuYRkMblwcAlZKglNwRV4lliOPgwx2fZ-B5SeZoaTVIPxnL4M6f-U5MjkPKUMyE3J9z5L4ebCxicliGfEDhoiy2ts0FgncccZXhfUWnMFCV_wK5Rrxu4/s400/plastic-fw-1.jpg" width="400" /></a></div>
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Gambar 3. Aplikasi Penggunaan Bekisting Plastik Untuk Sloof</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrL60Otwf_BTIVaTTDcCwaCJQurQa26CJuuGsywzG-q45G4xirlDoNNnbmNXcP9hmr2MlyOVzAtYwm5gnztRwn95FjKCWhsAjeVADLwGr6GFh39HGuq89MN5Rjkcquk3J2XuWdagJbdi0/s1600/Plastic-Fw-7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrL60Otwf_BTIVaTTDcCwaCJQurQa26CJuuGsywzG-q45G4xirlDoNNnbmNXcP9hmr2MlyOVzAtYwm5gnztRwn95FjKCWhsAjeVADLwGr6GFh39HGuq89MN5Rjkcquk3J2XuWdagJbdi0/s400/Plastic-Fw-7.jpg" width="400" /></a></div>
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<div style="text-align: center;">
Gambar 3. Aplikasi Penggunaan Bekisting Plastik Untuk Pelat Lantai<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTkoEe8WpqK8LJeMXE3nNxNXe2vO1EUOmZLOBuAEoi715Bhcc4M6U9rv9cyyAQ8vPxVYPr4XGytfoZFmx4R2mI6lHnIQon5VQePzgN8MpVlkUfdXaE-K8KzeCfNY61xnrP-hflZeHiVOw/s1600/ClickHandler.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTkoEe8WpqK8LJeMXE3nNxNXe2vO1EUOmZLOBuAEoi715Bhcc4M6U9rv9cyyAQ8vPxVYPr4XGytfoZFmx4R2mI6lHnIQon5VQePzgN8MpVlkUfdXaE-K8KzeCfNY61xnrP-hflZeHiVOw/s400/ClickHandler.jpg" width="363" /></a></div>
Gambar 4. Aplikasi Penggunaan Bekisting Plastik Untuk Core Wall<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6RnBll18gZB0JSLiE9trTECFmN-l5anGJZ-XZTgKxz1otEdHP9xlIfVW_l8XXl7EUuHU2K3oq1_KfiDhHg9XxmGj1ZHWp6Sm5rfqo95ITdwyLb3E0fX7N2A8n0AUfKxS2sl3bWpBuqLk/s1600/CidlickHandler.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6RnBll18gZB0JSLiE9trTECFmN-l5anGJZ-XZTgKxz1otEdHP9xlIfVW_l8XXl7EUuHU2K3oq1_KfiDhHg9XxmGj1ZHWp6Sm5rfqo95ITdwyLb3E0fX7N2A8n0AUfKxS2sl3bWpBuqLk/s400/CidlickHandler.jpg" width="400" /></a></div>
Gambar 5. Aplikasi Penggunaan Bekisting Plastik Untuk Kolom</div>
<div style="text-align: center;">
</div>
<div style="text-align: justify;">
<br />
Material plastik untuk pengganti kayu pada bekisting merupakan ide yang
brillian. Hal ini disebabkan karena plastik memiliki keunggulan yang
lebih dari pada kayu disamping untuk kepentingan pelestarian lingkungan.
Berikut ini adalah keunggulan bekisting plastik:</div>
<ol>
<li>Bebas kelembaban dan tidak mengalami perubahan dimensi atau bentuk.</li>
<li>Pemasangan lebih mudah dan tanpa perlu minyak bekisting. </li>
<li>Mempercepat waktu pelaksanaan bekisting.</li>
<li>Tidak berkarat.</li>
<li>Tidak gampang rusak oleh air sehingga cocok untuk konstruksi bawah tanah dan lingkungan berair.</li>
<li> Efisien secara biaya.</li>
<li> Kualitas hasil yang lebih baik.</li>
<li> Gampang dipasang dan dilepas sehingga mengurangi biaya upah. </li>
<li>Daya tahan lama, dapat digunakan 40-70 kali. Ada produk yang dapat digunakan hingga 1000 kali.</li>
<li>Dapat dibor, dipaku, diketam, dan diproses seperti digerjaji. </li>
</ol>
Terlihat bekisting plastik memiliki banyak keunggulan dibanding dengan
bekisting kayu baik dari sisi mutu, biaya, dan waktu. Bagi Owner dan
Perencana, bekisting plastik akan menurunkan biaya proyek. Sedangkan
bagi kontraktor, bekisting plastik akan mempercepat pelaksanaan. Bagi
Pemerintah dan Masyarakat luas, bekisting plastik akan mengurangi
penggunaan kayu secara signifikan sehingga sangat membantu dalam
pelestarian lingkungan.<br />
<a href="http://www.perencanaanstruktur.com/" target="_blank">sumber </a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-34725731094937191992015-06-14T03:30:00.002-07:002015-06-14T03:30:35.895-07:00 Perencanaan Jembatan Tipe Beton<h3 class="post-title entry-title">
</h3>
<div class="post-header">
</div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEGvTtDG1Cwu-KGMcyBRgC4AANfw8IH9xcVTG14i1Y-1QZKLMx19y23aSj_PbCouJi08xLVHJQ1KnYbYdyq2B3gFIZQdQBirP9CNGzL9JVG55i4qLVVtSFgwu4aWyPAl42j-_mSd4NpCE/s1600/Bridge_structure_NT.PNG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEGvTtDG1Cwu-KGMcyBRgC4AANfw8IH9xcVTG14i1Y-1QZKLMx19y23aSj_PbCouJi08xLVHJQ1KnYbYdyq2B3gFIZQdQBirP9CNGzL9JVG55i4qLVVtSFgwu4aWyPAl42j-_mSd4NpCE/s200/Bridge_structure_NT.PNG" width="200" /></a></div>
Perencanaan
jembatan mengikuti Standar Bina Marga (BM-70). Input gaya dan geometri
struktur cukup mudah dan sederhana pada lembar perhitungan input data.
Output dari <span class="IL_AD" id="IL_AD7">program<span class="IL_AD_ICON"></span></span> ini adalah dimensi jembatan dan gambar penulangan jembatan.<span id="more-893"></span>
Silahkan jika ingin mendownload Perhitungan struktur atas jembatan
beton tipe Balok T lebar jembatan 5 m, dengan 2 buah gelagar : <a href="http://www.ziddu.com/download/10310183/BridgeT-beam.xls.html" rel="nofollow" style="color: blue;" target="_blank">Bridge (T-beam).xls</a><br />
<br />
Berikut adalah tampilan <i>screen shoot</i> programnya : <br />
<a href="https://www.blogger.com/null" name="more"></a><br />
<br />
<br />
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB-L_XQujt-OHpcSlK-g2n8400cW8WLhFecxuv0ATPvRIFIt83xRlMUnvayOVf1-q-RDvwX-Ku1Cnd9m8op4YYPHlSsUiuaZ3X8Tykz6nb3Yc5pvDDSaWEPCRRj-8FYoUF4wOhY-bwgg/s1600/penulangan+jembatan2.jpg"><img alt="Gratis Program Jembatan Beton Tipe Balok T dan Gelagarnya T-Beam Girder" border="0" class="aligncenter" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB-L_XQujt-OHpcSlK-g2n8400cW8WLhFecxuv0ATPvRIFIt83xRlMUnvayOVf1-q-RDvwX-Ku1Cnd9m8op4YYPHlSsUiuaZ3X8Tykz6nb3Yc5pvDDSaWEPCRRj-8FYoUF4wOhY-bwgg/+jembatan2.jpg" width="500" /></a></div>
</div>
<div style="text-align: justify;">
<br />
Sedangkan untuk perhitungan struktur desain gelagar jembatan beton tipe
balok-T (T-Beam Girder), yang sesuai tipe jembatan BM-100 Bina Marga.
Dimana lebar jalur lalu lintas 7.00 m (atau didesain sesuai kebutuhan),
dengan jumlah gelagar 5 buah, atau lebih. Bentang jembatan balok-T
sesuai BM-100 adalah 5 m sampai 25 m. Perhitungan tulangan beton
menggunakan <span class="IL_AD" id="IL_AD6">cara</span> Ultimit. Program perhitungan tersebut dapat anda <span class="IL_AD" id="IL_AD8">download</span> <a href="http://www.ziddu.com/download/13211732/JembatanBalok-T.xls.html" rel="nofollow" style="color: blue;" target="_blank">disini</a><span style="color: blue;">.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxTtkE-KSkx0gPK4xNCreZx8eQyiDI3l_6Mn0HMLatmHRVA2P7rPd0GxKHOAak2tqKD3QF5sFcECUG7xnNaGdMOlQzjNwm7r68-IIsAAG8hNktUX-R4np3P1pGvQN4UpJUvDkIoIC8I90/s1600/abutment-pier.bmp.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxTtkE-KSkx0gPK4xNCreZx8eQyiDI3l_6Mn0HMLatmHRVA2P7rPd0GxKHOAak2tqKD3QF5sFcECUG7xnNaGdMOlQzjNwm7r68-IIsAAG8hNktUX-R4np3P1pGvQN4UpJUvDkIoIC8I90/s400/abutment-pier.bmp.jpg" width="320" /></a></div>
<br />
Untuk perhitungan stabilitas dan struktur pilar jembatan tipe beton.
Input gaya dan geometri struktur cukup mudah dan sederhana pada lembar
perhitungan input data. Output dari program ini adalah dimensi pilar
dan gambar penulangan pilar jembatan. File ini saya peroleh dari <a href="http://blogargajogja.com/" style="color: blue;">Mas Arga</a> yang juga telah di publish. Silahkan jika ingin mendownload spreadsheet excel: <a href="http://www.ziddu.com/download/10308182/PilarJembatanD25.xls.html" style="color: blue;" target="_blank">Pilar Jembatan.xls</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7gcVIU9bPRLWaY-9JJtvOEyAmTnyuj0PtCT_eFSxvL9LyRtcc_vT2Tjj6N6WmkkEqzy5g576SAwdNcC-ixUVhdMQMTOdq94EpPyXbP-NdaLcCuRtlYi3bFvDnbUjsSP6epyF_srbHhg/s1600/27_Pilar.JPG" style="margin-left: 1em; margin-right: 1em;"><img alt="Download Program Desain Struktur Pilar Jembatan" border="0" class="aligncenter" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7gcVIU9bPRLWaY-9JJtvOEyAmTnyuj0PtCT_eFSxvL9LyRtcc_vT2Tjj6N6WmkkEqzy5g576SAwdNcC-ixUVhdMQMTOdq94EpPyXbP-NdaLcCuRtlYi3bFvDnbUjsSP6epyF_srbHhg/s400/27_Pilar.JPG" width="400" /></a></div>
Jembatan
dengan struktur beton mempunyai beberapa kelemahan, sehingga tentu kita
lebih sering menjumpai Jembatan dengan struktur baja, silahkan baca Kelebihan Jembatan dengan Struktur Baja. Semoga bermanfaat...</div>
<div style="text-align: justify;">
<a href="http://www.perencanaanstruktur.com/" target="_blank">sumber </a></div>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-45426613108384692552015-06-14T03:29:00.001-07:002015-06-14T03:29:09.673-07:00 Perencanaan Dinding Penahan pada Bendung <h3 class="post-title entry-title">
</h3>
<div class="post-header">
</div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9m5tHmkrxLZEU1X6fH-qU4psbF-y8I-TXJRMPPryrWuVeSBuuHoBErDgzr7GGR37O4WmTRAPJbwLMMs_fBs_182xljHKQRThnMPGHTk5wT4d4MMEG6OWkGcIjrp5GXDiXroxkg6NpJ2U/s1600/dpt.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9m5tHmkrxLZEU1X6fH-qU4psbF-y8I-TXJRMPPryrWuVeSBuuHoBErDgzr7GGR37O4WmTRAPJbwLMMs_fBs_182xljHKQRThnMPGHTk5wT4d4MMEG6OWkGcIjrp5GXDiXroxkg6NpJ2U/s200/dpt.jpg" width="200" /></a>Salah
satu bagian penting dari suatu bangunan bendung adalah dinding penahan
tanah. Dinding penahan ditempatkan pada kedua sisi tubuh bendung untuk
menahan timbunan tanah dan menjadi satu kesatuan bangunan bendung.
Panjang dan bentuk dinding penahan didesain sesuai standar kriteria
untuk tembok pangkal bendung <a href="http://www.ziddu.com/download/10116026/KP02Bendung.rar.html" target="_blank">(KP-02)</a>. Lokasi dinding penahan dari salah satu bendung yang direncanakan dapat dilihat pada <a href="http://www.ziddu.com/download/10143567/DenahDPBendung.PDF.html" target="_blank">Gambar Denah DP Bendung terlampir</a>.</div>
</div>
<div style="text-align: justify;">
<br />
</div>
<div style="text-align: justify;">
Berikut adalah tampilan programnya :<br />
<br />
<a href="https://www.blogger.com/null" name="more"></a></div>
<div style="text-align: justify;">
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2KrsdxcZ1bdHuvxioEf-5BFAeG-oW0OFw5OaPiPuBUxDKkzkqYMXbAlcZn-_MCbAyraFcxz1Q9Dm-kcBOty5bP8tZ6erdf9fBrzpXf5j-3BDOzFw2ydRVWyMS4NLbXq3GHDp_v7oduQ/s1600/DP1.JPG" style="margin-left: 1em; margin-right: 1em;"><img alt="Download Program Perhitungan Struktur Dinding Penahan Pada Bendung" border="0" class="aligncenter" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2KrsdxcZ1bdHuvxioEf-5BFAeG-oW0OFw5OaPiPuBUxDKkzkqYMXbAlcZn-_MCbAyraFcxz1Q9Dm-kcBOty5bP8tZ6erdf9fBrzpXf5j-3BDOzFw2ydRVWyMS4NLbXq3GHDp_v7oduQ/s400/DP1.JPG" width="400" /></a></div>
<br />
</div>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisOOe3F1_iZJ1i38bnbBy-5WoAA10OucBNnPOQESR4mlazLwQJbC_requ_jZY_n13Qh8snUkBHIKEfgC-SqU8WWkHN1KGhDjwPQbdxfHoeKt7qwoeWnWZtgd_y2wUA1Ou7J8p9-CpzPg/s1600/DP2.JPG"><img alt="Download Program Perhitungan Struktur Dinding Penahan Pada Bendung" border="0" class="aligncenter" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisOOe3F1_iZJ1i38bnbBy-5WoAA10OucBNnPOQESR4mlazLwQJbC_requ_jZY_n13Qh8snUkBHIKEfgC-SqU8WWkHN1KGhDjwPQbdxfHoeKt7qwoeWnWZtgd_y2wUA1Ou7J8p9-CpzPg/s400/DP2.JPG" width="400" /></a></div>
<br />
Berikut adalah analisa gaya dalam yang bekerja pada Dinding Penahan :<br />
<br />
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW93c3kp7Wwc17HBlTvcjs0bozFuNZKx1XJzxDwyDuexU8V4S7t-sme5ip_XV3gGqrh5WcYLa8P_OdEm7IsWIhDUKL9gkrbPFYuVbKFrTvkh0XWevdx_kjQLLQfUKk1keizv6c2VH0j6Y/s1600/TPT1.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW93c3kp7Wwc17HBlTvcjs0bozFuNZKx1XJzxDwyDuexU8V4S7t-sme5ip_XV3gGqrh5WcYLa8P_OdEm7IsWIhDUKL9gkrbPFYuVbKFrTvkh0XWevdx_kjQLLQfUKk1keizv6c2VH0j6Y/s1600/TPT1.JPG" /></a></div>
<div style="text-align: justify;">
Dengan
program perhitungan ini, maka perencanaan dinding penahan menjadi
sangat mudah. Langkah perhitungan dalam program ini meliputi :</div>
<ul>
<li> Input data geometri dan karakteristik tanah, </li>
<li>Perhitungan stabilitas,</li>
<li> Perhitungan gaya dan momen, </li>
<li>Perhitungan tegangan beton, </li>
<li>Perhitungan pembesian, dan <a href="http://www.ziddu.com/download/10143623/PembesianDPBendung.PDF.html">penggambaran pembesian</a>. </li>
<li>Perhitungan tegangan beton dan pembesian menggunakan standar ACI.</li>
</ul>
<div style="text-align: justify;">
Program ini dilengkapi dengan
makro untuk proses perhitungan gaya dan momen, serta perhitungan
tegangan beton dan pembesian. Untuk itu macro harus diaktifkan dalam
program excel dengan cara : <span class="IL_AD" id="IL_AD5">Klik<span class="IL_AD_ICON"></span></span>
Office Button > Excel Option > Trust Center > Trust Center
Setting.. > Macro Settings > aktifkan radio button Enable all
macros</div>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwevb7QcR2kfxq7zY9S7EDKK0qQ-PeO0iCTWhqg52bzh4_qfrcpwUvWuoIBPy_HEdwjsJTxCEWzPkLPF3iuQhhJsy9ueGjK2PAijOG9uEpcizbjvsKykxayBL9UFRNkBbm0dGHWcE5JQ/s1600/DP3.JPG"><img alt="Download Program Perhitungan Struktur Dinding Penahan Pada Bendung" border="0" class="aligncenter" height="387" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwevb7QcR2kfxq7zY9S7EDKK0qQ-PeO0iCTWhqg52bzh4_qfrcpwUvWuoIBPy_HEdwjsJTxCEWzPkLPF3iuQhhJsy9ueGjK2PAijOG9uEpcizbjvsKykxayBL9UFRNkBbm0dGHWcE5JQ/s400/DP3.JPG" width="400" /></a></div>
<div style="text-align: left;">
<br />
Program perhitungan ini akan terus diperbaiki untuk mengurangi
kesalahan-kesalahan dalam perhitungan, dan untuk menambah item-item baru
dalam perhitungan. Untuk itu diharapkan koreksi dan masukan dari para
pembaca.</div>
<div style="text-align: left;">
<a href="http://www.perencanaanstruktur.com/" target="_blank">sumber </a></div>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-50052989808017275642015-06-14T03:27:00.002-07:002015-06-14T03:27:34.319-07:00Tahap Perencanaan Bangunan Bertingkat <h3 class="post-title entry-title">
</h3>
<div class="post-header">
</div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir6IUgBHqkZWJgweXMOs34ZWQ1qI_8v_zYdA1gWr1pi3fM7MA2iFThlZDjCdq6q-O1ESyu772HXFJFMjWPISSU_wi098hSjkU4fgE-mTRgKvgP8vQf1ZqxPr8uxrPYuvZjLZMuN6Uvusc/s1600/268812_171696982898029_126042320796829_418630_6112400_n.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir6IUgBHqkZWJgweXMOs34ZWQ1qI_8v_zYdA1gWr1pi3fM7MA2iFThlZDjCdq6q-O1ESyu772HXFJFMjWPISSU_wi098hSjkU4fgE-mTRgKvgP8vQf1ZqxPr8uxrPYuvZjLZMuN6Uvusc/s200/268812_171696982898029_126042320796829_418630_6112400_n.jpg" width="200" /></a></div>
Perencanaan gedung bertingkat harus dipikirkan dengan matang karena
menyangkut investasi dana yang jumlahnya tidak sedikit. Berbagai hal
perlu ditinjau yang meliputi beberapa kriteria, yaitu 3S : s<i>trength, stiffness, </i>dan<i> serviceability</i>. <span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Analisis struktur gedung bertingkat dapat dilakukan dengan computer berbasis elemen hingga (<i>finite element</i>) dengan sofware yang telah umum digunakan oleh para perencana, misalnya : SAP (<i>Structure Analysis Program</i>) atau ETABS (<i>Extended 3D Analysis Building Systems</i>). </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><br />
<br />
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Konsep perancangan konstruksi didasarkan pada analisis kekuatan batas (<i>ultimate-strength</i>) yang mempunyai daktilitas cukup untuk menyerap energi gempa sesuai peraturan yang berlaku. </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Berbagai
macam kombinasi pembebanan yang meliputi beban mati, beban hidup,
beban angin, dan beban gempa dihitung dengan pemodelan struktur 3-D (<i>space-frame</i>). Kombinasi pembebanan yang dimaksud adalah sebagai berikut : </span><br />
<a href="https://www.blogger.com/null" name="more"></a><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><br />
<ul>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,4DL</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,2DL + 1,6LL</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,2DL + 1LL + 1EX + 0,3EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,2DL + 1LL - 1EX + 0,3EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,2DL + 1LL + 1EX - 0,3EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,2DL + 1LL - 1EX - 0,3EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 1,2DL + 1LL + 0,3EX + 1EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,2DL + 1LL - 0,3EX + 1EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,2DL + 1LL + 0,3EX - 1EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1,2DL + 1LL - 0,3EX - 1EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 0,9DL + 1EX + 0,3EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 0,9DL + 1EX - 0,3EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 0,9DL - 1EX + 0,3EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 0,9DL - 1EX - 0,3EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 0,9DL + 0,3EX + 1EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 0,9DL + 0,3EX - 1EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 0,9DL - 0,3EX + 1EY</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> 0,9DL - 0,3EX - 1EY </span></li>
</ul>
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Keterangan : <br />
DL = Beban mati (Dead Load)<br />
LL = Beban Hidup (Live Load)<br />
EX = Beban gempa searah sumbu x (Earthquake- X)<br />
EY = Beban gempa searah sumbu y (Earthquake- Y)</span></div>
<br />
Di negara Indonesia ada 3 jenis sistem struktur yang digunakan yaitu:<br />
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b>1. Sistem Rangka Pemikul Momen Biasa (SRPMB) atau <i>Ordinary Moment Resisting Frame </i>(OMRF)</b></div>
<div style="text-align: justify;">
Metode ini digunakan untuk perhitungan struktur gedung yang masuk di
zona gempa 1 dan 2 yaitu wilayah dengan tingkat gempa rendah. Acuan
perhitungan yang digunakan adalah SNI 03-2847-2002 pasal 3 sampai pasal
20.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b>2. Sistem Rangka Pemikul Momen Menengah (SRPMM) atau <i>Intermediate Moment Resisting Frame</i> (IMRF)</b></div>
<div style="text-align: justify;">
Metode ini digunakan untuk perhitungan struktur gedung yang masuk di
zona gempa 3 dan 4 yaitu wilayah dengan tingkat gempaan sedang. Pasal-
pasal yang digunakan dalam SNI 03-2847-2002 adalah Pasal 3 sampai pasal
20, ditambah dengan pasal 23.2 sampai dengan 23.10.2</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b>3. Sistem Rangka Pemikul Momen Khusus (SRPMK) atau <i>Special Moment Resisting Frame</i> (SMRF)</b></div>
<div style="text-align: justify;">
Metode ini digunakan untuk perhitungan struktur gedung yang masuk pada
zona 5 dan 6 yaitu wilayah dengan tingkat gempaan tinggi atau
diaplikasikan dalam perencanaan High Rise Building.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Langkah pertama yang harus diperhatikan dalam perencanaan gedung adalah pengumpulan data proyek yang meliputi :</div>
<ul>
<li>Data tanah dari hasil sondir dan boring,</li>
<li style="text-align: justify;"> Data bangunan,</li>
<li style="text-align: justify;">Data gambar proyek, terdiri dari gambar arsitektur, gambar struktur, gambar potongan, dan denah lantai,</li>
<li style="text-align: justify;">Data lain yang menyangkut RKS (Rencana Kerja dan Syarat- syarat)</li>
</ul>
<div style="text-align: justify;">
</div>
<span style="font-size: medium;"><b>A. Peraturan dan Standar Perencanaan</b></span><br />
<ol style="color: black;">
<li style="text-align: justify;"><a href="http://wiryanto.files.wordpress.com/2008/03/sk-sni-03-xxxx-2002_-tata-cara-perhitungan-struktur-beton-untuk-bangunan-gedung.pdf">Tata Cara Perhitungan Struktur Beton Untuk Bangunan Gedung (SNI 03-2847-1992) atau ACI 318- 2005</a>. </li>
<li style="text-align: justify;"><a href="http://www.4shared.com/document/0n-hJyN-/PPPURG_1987.html">Tata Cara Perencanaan Pembebanan untuk Rumah dan Gedung (SNI 03-1727-1989-F) atau ASCE 7-10</a>.</li>
<li style="text-align: justify;"><a href="http://wiryanto.files.wordpress.com/2008/03/sni-1726-2002_-standar-perencanaan-ketahanan-gempa-untuk-struktur-bangunan-gedung.pdf">Tata Cara Perencanaan Ketahanan Gempa untuk Bangunan Gedung (SNI 03-1726-2002)</a>.</li>
<li style="text-align: justify;"><a href="http://wiryanto.files.wordpress.com/2008/03/sni-03-1729-2002_-tata-cara-perencanaan-struktur-baja-untuk-bangunan-gedung.pdf">Tata Cara Perencanaan Struktur Baja Untuk Bangunan Gedung (SNI 03-1729-2002)</a>.</li>
</ol>
<b><span style="font-size: medium;">B. Bahan Struktur</span></b><br />
<br />
<b>1. Beton</b><br />
<div style="text-align: justify;">
Untuk struktur kolom, sloof, balok lantai dan plat lantai digunakan
beton dengan kuat tekan beton yang disyaratkan, fc’ = 25 MPa (setara
dengan beton K-300). Modulus elastis beton, Ec = 4700√(fc') = 2,35.104
MPa = 2,35.107 kN/m2 dengan angka poison = 0,20.</div>
<b><br />
</b><br />
<b>2. Baja Tulangan</b><br />
<div style="text-align: justify;">
Untuk baja tulangan dengan D ≥ 12 mm digunakan baja tulangan ulir BJTD
40 dengan tegangan leleh baja, fy = 400 MPa. Untuk baja tulangan dengan D
< 12 mm digunakan baja tulangan polos BJTP 24 dengan tegangan leleh
baja, fy = 240 MPa. Modulus elastis baja, Es = 2,1.105 MPa.</div>
<br />
<b>3. Baja Profil</b><br />
<div style="text-align: justify;">
Mutu baja profil yang digunakan untuk struktur baja harus memenuhi persyaratan setara dengan BJ-37. </div>
<br />
<span style="font-size: medium;"><b>C. Pra-eliminari Desain:</b></span><br />
<b><br />
</b><br />
<b>1. Perencanaan plat</b><br />
<ul>
<li>Penentuan dimensi terdiri dari dimensi plat dan dimensi plat atap. Masing- masing menggunakan SNI 03-2847-2002 dengan pasal :</li>
</ul>
<ul>
<li style="text-align: justify;">Perencanaan plat 1 arah : SNI 03-2847-2002 pasal 11.5.2 Tabel 8</li>
<li style="text-align: justify;">Perencanaan plat 2 arah : SNI 03-2847-2002 pasal 11.5.3</li>
<li style="text-align: justify;">Menganalisa gaya- gaya yang terjadi
pada plat, digunakan Peraturan Beton Bertulang Indonesia (PBBI 1971
pasal.13.3 tabel 13.3.1 dan tabel 13.3.2), sedangkan perletakkan yang
diasumsikan jepit penuh digunakan C.K Wang dan C.G Salmon jilid 2,</li>
<li style="text-align: justify;"> Penulangan plat,</li>
<li style="text-align: justify;">Penulangan lentur, susut, dan suhu : SNI 03-2847-2002 pasal 9.12.2. </li>
</ul>
<br />
<b>2. Penentuan dimensi balok dan kolom</b><br />
<ul>
<li style="text-align: justify;"> Penentuan dimensi balok terdiri dari : Perencanaan lebar efektif balok (SNI 03-2847-2002 pasal 10.10.2),</li>
<li style="text-align: justify;"> Perhitungan penulangan geser : SNI 03-2847-2002 pasal.13.3.1(1)</li>
<li style="text-align: justify;"> Perhitungan penulangan torsi : SNI 03-2847-2002 pasal.13.6 </li>
</ul>
<br />
<div style="text-align: justify;">
<b>3. Struktur kolom, terdiri dari:</b></div>
<ul style="text-align: justify;">
<li>Perencanaan kolom portal </li>
<li>Pengaruh kelangsingan kolom : SNI 03-2847-2002 pasal 12.12.2</li>
<li>Perbesaran momen : SNI 03-2847-2002 pasal 12.13.3</li>
<li>Perhitungan penulangan geser : SNI 03-2847-2002 psl.13.3.1(2) </li>
</ul>
<br />
<div style="text-align: justify;">
<b>4. Analisa struktur bawah</b></div>
<ul>
<li>Perhitungan poer,</li>
<li>Perhitungan pondasi tiang pancang,</li>
<li>Perhitungan sloof.</li>
</ul>
<br />
<b>5. Penulangan</b><b> </b><br />
<div style="text-align: justify;">
<ul>
<li>Penulangan dihitung berdasarkan data-data yang diperoleh dari out put SAP atau ETABS. </li>
<li style="text-align: justify;">Dari out put SAP atau ETABS diperoleh
nilai gaya geser (D), momen lentur (M), momen torsi (T), dan nilai gaya
aksial (P). Kemudian dihitung kebutuhan tulangan pada balok, kolom dan
pondasi.</li>
<li style="text-align: justify;">Perhitungan penulangan geser, lentur, dan puntir pada semua komponen struktur utama.</li>
<li style="text-align: justify;">Kontrol masing-masing perhitungan penulangan.</li>
<li>Penabelan penulangan yang terpakai pada elemen struktur yang dihitung (struktur atas dan struktur<br />
bawah). </li>
<li>Penggambaran detail penulangan.</li>
</ul>
<br />
</div>
<span style="font-size: medium;"><b>D. Cek Persyaratan</b></span><br />
<br />
<b>1. Plat</b><br />
<ul>
<li>Kontrol jarak spasi tulangan : SNI 03-2847-2002 pasal.15.3.2</li>
<li>Kontrol jarak spasi tulangan suhu dan susut.</li>
<li>Kontrol perlu tulangan suhu dan susut : SNI 03-2847-2002 pasal 9.12.2.1 dan pasal 10.4.3</li>
<li>Kontrol lendutan : SNI 03-2847-2002 pasal 11.5.3.4</li>
</ul>
<br />
<b>2. Balok</b><br />
<ul>
<li>Kontrol Mnpasang ≥ Mn untuk tulangan lentur</li>
</ul>
<br />
<b>3. Kolom</b><br />
<ul>
<li>Kontrol kemampuan kolom.</li>
<li>Kontrol momen yang terjadi Mnpasang ≥ Mn</li>
</ul>
<br />
<b>4. Poer</b><br />
<ul>
<li>Kontrol dimensi poer : SNI 03-2847-2002 pasal13.12.3. 1.(a), pasal.13.12.3. 1.(b), pasal.13.12.3.1.(c)</li>
<li>Kontrol geser pons.</li>
<li>Geser 1 arah : SNI 03-2847-2002 pasal.13.12.1.1<br />
Geser 2 arah : SNI 03-2847-2002 pasal.13.12.1.2</li>
</ul>
<br />
<b><span style="font-size: medium;">E. Gambar Perencanaan</span></b><br />
<br />
<b>1. Gambar arsitek terdiri dari :</b><br />
<ul>
<li>Gambar denah.</li>
<li> Gambar tampak.</li>
</ul>
<br />
<b>2. Gambar struktur terdiri dari :</b><br />
<ul>
<li>Potongan memanjang.</li>
<li>Potongan melintang.</li>
<li>Gambar denah pondasi.</li>
<li>Gambar denah sloof.</li>
<li>Gambar denah pembalokan.</li>
<li>Gambar denah rencana atap.</li>
</ul>
<br />
<b>3. Gambar detail :</b><br />
<ul>
<li>Gambar detail panjang penyaluran.</li>
<li>Gambar detail penjangkaran tulangan.</li>
<li>Gambar detail pondasi dan poer.</li>
</ul>
<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<span style="font-size: medium;"><b><span lang="EN-US" style="font-family: "Times New Roman","serif";">F. </span></b></span><b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="font-size: medium;">Jenis Beban</span> </span></b><br />
<br />
<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1. Beban mati (<i>Dead load</i>)</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Beban mati yang merupakan berat sendiri konstruksi (<i>specific gravity</i>) menurut Tata Cara Perencanaan Pembebanan untuk Rumah dan Gedung (SNI 03-1727-1989-F), adalah seperti Tabel berikut :</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span> </div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 4.75pt; width: 359px;"><tbody>
<tr style="height: 15.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: yellow; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">No</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="background: yellow; border-left: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Konstruksi</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="background: yellow; border-left: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Berat</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="background: yellow; border-left: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Satuan</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 1;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">1</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Baja</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">7850</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup> </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 2;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">1</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Beton bertulang</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">2400</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 3;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">2</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Beton </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">2200</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 4;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">3</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Dinding pas bata ½ bt</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">250</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>2</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 5;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">4</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Dinding pas bata 1 bt</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">450</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>2</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 6;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">5</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Curtain wall+rangka</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">60</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>2</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 7;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">6</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Cladding + rangka</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">20</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>2</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 8;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">7</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Pasangan batu kali</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">2200</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 9;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">8</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Finishing lantai (tegel)</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">2200</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 10;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">9</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Plafon+penggantung</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">20</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>2</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 11;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">10</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Mortar</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">2200</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 12;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">11</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Tanah, Pasir</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">1700</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 13;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">12</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Air</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">1000</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 14;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">13</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Kayu</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">900</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 15;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">14</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Baja</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">7850</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 16;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">15</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Aspal </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">1400</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>3</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 18.0pt; mso-yfti-irow: 17; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.0pt;" width="36"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">16</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 137.0pt;" width="183"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">Instalasi plumbing</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" width="76"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">50</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;">kg/m<sup>2</sup></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"></span></div>
</td> </tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Untuk
perencanaan beban bangunan di luar negeri, harus diperhitungkan juga
beban banjir, beban suhu, beban Salju, dan beban Es. Semuanya ada di
ASCE 7-10. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />
<b>2. Beban hidup (<i>Live load</i>)</b></span><br />
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b> </b><br />
Beban hidup yang bekerja pada lantai bangunan Tata Cara Perencanaan
Pembebanan untuk Rumah dan Gedung (SNI 03-1727-1989-F), adalah sebagai
berikut :</span><br />
<ul>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Lantai dan rumah tinggal = 200 </span><span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: x-small;">kg/m<sup>2</sup></span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sekolah, kantor, toko, hotel, RS, restoran, asrama = 250 </span><span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: x-small;">kg/m<sup>2</sup></span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ruang olahraga </span><span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt;"><span style="font-size: x-small;">=</span> <span style="font-size: x-small;">400 kg/m<sup>2</sup></span></span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ruang dansa = 500 </span><span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: x-small;">kg/m<sup>2</sup></span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Balkon dan lantai dalam ruang pertemua = </span><span lang="EN-GB" style="color: black; font-family: "Times New Roman","serif"; font-size: x-small;">400 kg/m<sup>2 </sup></span></li>
</ul>
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b>3. Beban gempa (<i>Earthquake</i>)</b></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span>Wilayah
Indonesia terdiri dari 6 wilayah gempa, dimana wilayah gempa 1 adalah
wilayah kegempaan paling rendah dan wilayah gempa 6 adalah wilayah
kegempaan paling tinggi. Pembagian wilayah gempa ini, didasarkan pada
percepatan puncak batuan dasar akibat pengaruh gempa rencana dengan
periode ulang 500 tahun dengan asumsi umur bangunan adalah 50 tahun.
Berikut adalah Gambar Pembagian Zona Gempa di Indonesia<br />
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span><br />
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzFvYUdL5WBLyJeLRibJ_bA_9GQa4C1jeGGUKSWqxeA_i6153akWmK9oRmBVNnTY0mab-gb_TGnCgq-U19fXMPO0jQFANbD7yWJwUtCTAuzimcSCMUtIk8PFVqA-EB1EVo3-_JwSGzVIs/s1600/gempa2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzFvYUdL5WBLyJeLRibJ_bA_9GQa4C1jeGGUKSWqxeA_i6153akWmK9oRmBVNnTY0mab-gb_TGnCgq-U19fXMPO0jQFANbD7yWJwUtCTAuzimcSCMUtIk8PFVqA-EB1EVo3-_JwSGzVIs/s1600/gempa2.jpg" /></a></div>
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
<div style="text-align: center;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Gambar Pembagian Zona Gempa di Indonesia</span></div>
<div style="text-align: left;">
<br />
<br />
<div style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Analisis terhadap beban gempa digunakan cara statik ekivalen maupun dinamik (<i>response spectrum analysis</i>).
Dari hasil analisis kedua cara tersebut diambil kondisi yang memberikan
nilai gaya atau momen terbesar sebagai dasar perencanaan. Struktur
bangunan dirancang mampu menahan gempa rencana sesuai peraturan yang
berlaku yaitu SNI 03-1726-2002 tentang Tatacara Perencanaan Ketahanan
Gempa untuk Bangunan Gedung. Dalam peraturan ini gempa rencana
ditetapkan mempunyai periode ulang 500 tahun, sehingga probabilitas
terjadinya terbatas pada 10 % selama umur gedung 50 tahun. </span></div>
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> <b>a. Metode Statik Ekivalen</b></span><br />
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b> </b><br />
Gaya geser dasar nominal pada struktur akibat gempa dihitung dengan rumus :<br />
V = C . I / R .Wt<br />
Dimana :<br />
</span><br />
<ul>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">C= nilai faktor response gempa, yang ditentukan berdasarkan wilayah gempa kondisi tanah dan waktu getar alami.</span></li>
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">
<li> R = faktor reduksi gempa representatif.</li>
<li> I = faktor keutamaan (diambil, I = 1 )</li>
<li> Wt = jumlah beban mati dan beban hidup yang direduksi (faktor
reduksi diambil = 0,5) yang bekerja di atas taraf penjepitan lateral.</li>
</span></ul>
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Analisis statik dilakukan dengan meninjau secara bersamaan 100% gempa arah X dan 30% gempa arah Y, dan sebaliknya.<br />
</span><br />
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span><br />
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b>b. Metode Dinamik (<i>Response Spectrum</i>)</b><br />
</span><br />
<ul>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Besar
beban gempa ditentukan oleh percepatan gempa rencana dan massa total
struktur. Massa total struktur terdiri dari berat sendiri struktur dan
beban hidup yang dikalikan dengan faktor reduksi 0,5.</span></li>
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></ul>
<ul>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Percepatan
gempa diambil dari data zone Wilayah Gempa Indonesia menurut Tatacara
Perencanaan Ketahanan Gempa untuk Bangunan Gedung (SNI 03-1726-2002)
dengan memakai spektrum respons yang nilai ordinatnya dikalikan dengan
koreksi I/R.</span></li>
<li><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://www.perencanaanstruktur.com/" target="_blank">sumber </a></span></li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-75068509973926252152015-06-14T03:24:00.002-07:002015-06-14T03:24:42.415-07:00Renovasi Beton Pasca Kebakaran <h3 class="post-title entry-title">
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Beton
bertulang umumnya dapat diperbaiki kembali setelah mengalami kebakaran.
Prosedur yang umum dilakukan untuk mengukur tingkat kerusakan yang
terjadi pada elemen- elemen struktur beton bertulang. Artikel
perancangan konstruksi ini menguraikan tentang bagaimana kita harus
mengumpulkan data dari sebuah gedung pasca kebakaran, menentukan
klasifikasi kerusakan struktur, menentukan factor kerusakan dan
merencanakan perbaikan/ perkuatan struktur, serta bagaimana pengaruh
suatu kebakaran terhadap struktur beton bertulang. <a href="https://www.blogger.com/null" name="more"></a></div>
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<span style="font-size: medium;"><b>Pengaruh kebakaran terhadap struktur beton</b></span></div>
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Warna beton dapat berubah akibat
pemanasan, karena itu warna dapat dipakai sebagai indikasi temperature
maksimum yang telah terjadi dan lama api ekuivalen. Pengaruh baja dari
kenaikan suhu dan pendinginan juga telah banyak diteliti. Untuk baja
giling panas, umumnya kekuatannya pulih pada saat setelah dingin
kembali. Apabila mengalami kenaikan suhu tidak melebihi 600° celcius.
Diatas suhu ini akan terjadi penurunan permanent dari kuat leleh baja.</div>
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Mengingat kedua hal tersebut ,
maka pengukuran suhu yang dicapai oleh elemen struktur beton pada saat
terjadinya kebakaran menjadi suatu hal yang sangat penting. Karena kita
tidak bisa mengetahui secara langsung berapa suhu yang tercapai dan
berapa lama waktunya, maka kita berusaha mendapatkan perkiraan ini dari
berbagai pendekatan, seperti : pengamatan visual, pengujian setempat,
dan maupun uji coba beban.</div>
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Perubahan
warna pada beton. Warna beton setelah terjadi proses pendinginan
membantu dalam mengindikasikan temperature maksimum yang pernah dialami
beton dalam beberapa kasus, suhu diatas 300° C mengakibatkan perubahan
warna beton menjadi sedikit kemerahan. Hal ini terjadi karena adanya
senyawa garam besi dalam agregat atau pasir beton.</div>
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<span style="font-size: medium;"><b>Uji baja tulangan</b></span></div>
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Beberapa
sampel besi beton dapat diambil dari elemen struktur yang ada. Dengan
catatan jangan sampai membahayakan strukturnya. Uji laboratorium untuk
kuat leleh, kuat tarik dan perpanjangannya dan bandingkan dengan standar
SII untuk besi pada kelas tersebut. Dari sii dapat disimpulkan
kemundiran yang telah terjadi pada besi beton. Sebaiknya pengujian
dilakukan pada berbagai kelas kerusakan.</div>
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<span style="font-size: medium;"><b>Kondisi beton</b></span></div>
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Berbagai
pengujian dapat dilakukan pada beton untuk mengetahui kondisi beton
yang ada, seperti uji palu beton , pengambilan sampel secara mekanis dan
uji kuat tekannya, pulse-echo NDT, ultrasonic pulse velocity dengan
soniscope dan uji beban.</div>
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<span style="font-size: medium;"><b>Faktor kerusakan</b></span></div>
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Berbagai
pengujian pengaruh kenaikan tempertur telah dilakukan terhadap komponen
beton bertulang. Baik terhadap betonnya sendiri maupun terhadap besi
betonnya. Tetapi semua pengujian ini didasarkan pada suatu api standar,
yaitu ISO834 standard fire ini dan menentukan analisis pendekatan antar
real fire terhadap standard fire ini dan menentukan lama api
ekuivalennya </div>
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Setelah mengetahui lama api
ekuivalen dan temperature maksimum, baru kita dapat menentukan factor
kerusakan beton dan baja tulangan. Untuk beton dalam keadaan tertekan,
biasnya factor kerusakan diambil 0,85 bila temperaturnya berkisar antara
300°c sampai 1000°c. Untuk baja tulangan pada kisaran temperatur ini ,
perlu ditinjau kemungkinan kehilangan lekatan dan penjangkaran. Biasanya
factor kerusakan diambil 0,7.</div>
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<span style="font-size: medium;"><b>Kerusakan- Kerusakan pada Beton :</b></span></div>
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<b>1. Spalling </b></div>
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Spalling adalah gejala melepasnya sebagian permukaan beton dalam bentuk lapisan tipis (beberapa cm). </div>
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<b>2. Crazing </b></div>
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Crazing adalah gejala retak remuk pada permukaan beton. Kedua hal ini berkatian langsung dengan kenaikan temperature pada beton.</div>
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<b> </b></div>
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<b>3. Retak (cracking)</b></div>
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Pada
temperatur tinggi, pemuaian besi beton akan lebih besar daripada
betonnya sendiri. Tetapi pada konstruksi beton, pemuaian akan tertahan
sampai suatu taraf tertentu karena adanya lekatan antara besi beton
dengan beton. Pada temperature yang lebih tinggi lagi hal ini dapat
menyebabkan terjadinya retak dan tentang lamanya kebakaran dari saksi
mata, besarnya ruangan, arah angina, letak dan besaran ventilasi,
semuanya harus dirangkum dan dianalisis. Tujuan akhit adalah
memperkirakan suhu maksimum yang terjadi dan lama kebakaran.</div>
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<span style="font-size: medium;"><b>Perkuatan / perbaikan struktur</b></span></div>
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Yang dimaksud dengan perbaikan
disini adalah mengembalikan kekuatan suatu elemen struktur sehingga sama
dengan kekuatan awal. Sedangkan perkuatan adalah memperkuat suatu
elemen struktur sehingga dapat memenuhi syarat terhadap gaya- gaya dalam
akibat pembebanan tertentu.</div>
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Selanjutnya perlu dibuat perencanaan perkuatan struktur yang mencakup langkah- langkah sebagai berikut :</div>
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1. Studi teknik perbaikan dan pengenalan akan bahan- bahan perbaikan yang akan digunakan. </div>
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2. Perancangan elemen- elemen struktur yang akan diperkuat dan pembuatan gambar- gambar detail disertai urutan pekerjaannya. </div>
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3. Penulisan spesifikasi. </div>
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Selain mengembalikan kekuatan struktur, perlu diperhatikan pula bahwa sifat ketahanan struktur kebakaran harus dipulihkan juga.</div>
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<span style="font-size: medium;"><b>Teknik perbaikan </b></span></div>
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Secara
garis besar, metode perbaikan dapat dikelompokkan menurut bahan yang
digunakan, yaitu resin, polymer, cement mortar, plesteran, mineral yang
diaplikasi dengan cara penyemprotan dan proses beton semprot (sprayed
concrete).</div>
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<b>1. Perbaikan dengan resin</b></div>
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Perbaikan
dengan bahan resin mencakup berbagai konfigurasi tambalan dan isian,
dengan bahan epoxy resin, polyester resin dan mortar acrylic. Resin
dapat mengisi celah- celah retak dan berfungsi untuk menyatukan kembali
beton yang sudah retak. Resin juga dapat digunakan pada daerah- daerah
yang mengalami spalling setempat. Namun perlu diperhatikan bahwa
material resin pada suhu sekitar 80°c mulai melemah, sehingga perbaikan
dengan resin tidak dapat memberikan perlindungan terhadap api. Dalam hal
ini perencana harus sangat teliti mempelajari brosur produk yang akan
dipakai dan mengetahui batasan bahan- bahan itu.</div>
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<b>2. Plesteran</b></div>
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Berupa adukan semen yang dicampur dengan pasir. Plesteran dapat
digunakan untuk menambah bagian- bagian yang rusak. Ketahanan kebakaran
dapat dikembalikan sampai suatu taraf tertentu, namun perlindungan
terhadap korosi tulangan tidak dapat diharapkan.</div>
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<b>3. Sprayed Mineral</b></div>
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Bahan
- bahan jenis ini umumnya dijual di pasaran dengan merek dagang
tertentu. Material ini dapat disemprotkan ke permukaan elemen struktur
yang ingin dilindungi terhadap kebakaran. Perlu dicatat material ini
tidak dapat dipakai untuk keperluan struktural.</div>
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<b> </b></div>
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<b>4. Polymer Modified Mortar</b></div>
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Bahan
ini umumnya dipakai sebagai bahan tambahan untuk menutup bagian kecil
yang dikerjakan secara manual, dengan ketebalan sampai 30 mm. Bahan yang
sering dipakai adalah SBR (styrene butadiene rubber). Dalam hal ini
perlu dipelajari sifat ketahanan api dari bahan tersebut.</div>
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<b>5. Semen</b></div>
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Adukan
dengan bahan dasar semen ini dapat diaplikasikan secara manual ke
bagian- bagian yang mengalami kerusakan. Beberapa factor yang perlu
diperhatikan adalah lekatan bahan dengan beton lama dan ketebalan
plesteran. Untuk memperoleh lekatan yang baik, permukaan beton lama
harus dibersihkan dan diperkasar dan diberi bonding agent yang
kompatibel.</div>
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Reaksi semen dengan air secara
kimia adalah proses eksoterm yang menghasilkan panas, Panas ini dapat
menimbulkan retak- retak. Karena itu ketebalan plesteran harus dibatasi
30 mm. Perbaikan jenis ini dapat mengembalikan sifat ketahanan kebakaran
struktur. Untuk perbaikan structural umumnya digunakan campuran antara
semen dengan epoxy yang lazim disebut epoxy mortar. Untuk ketebalan yang
lebih besar, bahan ini perlu dicampur dengan agregat. Agar panas yang
terjadi dapat berkurang.</div>
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<b>6. Beton tembak (shotcrete)</b></div>
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Shotcrete
merupakan suatu proses pekerjaan dengan menyemprotkan mortar atau beton
dengan suatu alat yang bertekanan. Shotcrete memberikan beberapa
keuntungan antara lain :</div>
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a. Rongga – rongga pada permukaan akan terisi bahkan pada permukaan yang tidak beraturan. </div>
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b. Pengikatan yang baik antara bahan yang dipakai dan permukaan yang dikerjakan. </div>
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c. Menekan biaya pemasangan bekisting. </div>
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d. Variasi ketebalan beton dapat diatur dengan mudah. </div>
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Teknik
pelaksanaan shotcrete dibedakan menjadi wet mix dan dry mix dan
keduanya mempunyai persyaratan tertentu baik dalam hal pelaksanaan,
bahan maupun alat yang digunakan. Teknik dengan mix seringkali pula
disebut dengan istilah gunite. Kelamahan shotcrete adalah bahwa metode
ini dapat menambah bobot struktur, memerukan peralatan yang relative
mahal dan memerlukan tenaga operator yang terlatih dan berpengalaman. </div>
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Dari seluruh metode perbaikan
yang dikenal, shotcrete merupakan teknik yang paling umum digunakan
untuk memperbaiki sebuah struktur gedung yang rusak akibat api.
Shotcrete dapat dikombinasikan dengan penambahan tulangan dan teknik ini
dapat menambah kekuatan elemen struktur yang ada. Fungsi ketahanan
terhadap kebakaran dan sebagai lapisan pelindung untuk menjaga
durability elemen struktur juga bisa dipenuhi. Apabila diaplikasikan
pada bidang yang luas, teknik ini sangat efektif dan merupakan solusi
yang tepat dari segi biaya dan kecepatan<br />
<a href="http://www.perencanaanstruktur.com/" target="_blank">sumber </a>Anonymoushttp://www.blogger.com/profile/18120996003603265419noreply@blogger.com0tag:blogger.com,1999:blog-990362888755193177.post-8820250602774190552015-06-14T03:08:00.002-07:002015-06-14T03:08:26.706-07:00Persyaratan Ketinggian dalam Bangunan Bertingkat <h3 class="post-title entry-title">
</h3>
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Ketentuan
yang perlu diperhatikan dalam bangunan tinggi adalah perbandingan
antara tinggi dengan lebar bangunan. Hal ini dimaksudkan agar bangunan
aman terhadap gaya lateral dan proporsional. Angka nisbah yang digunakan
di <b>Indonesia </b>untuk struktur portal bertingkat tanpa inti/ dinding geser adalah :<b> H/B < 5</b><br />
Dimana : <br />
H adalah tinggi bangunan<br />
B sisi bangunan terpendek</div>
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Di <b>Amerika Serikat</b>, angka nisbah untuk bangunan tinggi dapat mencapai nilai sekitar <b>9</b>, contohnya Empire State Building di New York yang mempunyai nilai <b>H/B = 9,3. </b><br />
Gambar di bawah ini menunjukkan struktur bangunan tingkat tinggi dengan bahan beton bertulang. Terlihat bahwa <b>portal kaku (rigid frame) hanya dapat digunakan untuk ketinggian maksimal 20 lantai</b>. <b>Jika
bangunan ingin mencapai ketinggian sampai 50 lantai, maka portal harus
diperkaku dengan dinding geser (rigid frame – shear wall)</b>. Bangunan
dengan struktur beton hanya dapat digunakan maksimal sampai ketinggian
80 lantai. Hal ini disebabkan oleh berat sendiri (beban mati) beton yang
relative besar.<br />
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Gambar Struktur Bangunan dengan Bahan Beton</div>
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<b>Bangunan tinggi yang menggunakan bahan struktur baja (baja komposit) dapat digunakan sampai ketinggian 140 lantai. </b>Nah,
dapat disimpulkan bahwa bahan struktur baja lebih mampu mendukung
bangunan yang lebih tinggi dibandingkan system yang sama pada struktur
bangunan dengan beton. Yang perlu diperhatikan adalah baja perlu
dilindungi terhadap bahaya kebakaran dengan bahan- bahan yang dapat
meredam panas, seperti : beton ringan, gypsum, atau lapisan
‘vermiculite’.<br />
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