RENCANA KERJA PEMBANGUNAN GEDUNG BERTINGKAT
![See the source image](https://www.researchgate.net/profile/Arzhang_Alimoradi/publication/238722652/figure/fig1/AS:646099224248320@1531053467141/Photos-and-instrumentation-sketches-for-the-buildings-considered-in-this-study_Q320.jpg)
Perancangan struktur dan konstruksi bangunan bertingkat rendah adalah proses merancang bangunan yang tidak hanya berhubungan dengan permasalahan struktur saja namun juga aspek bangunan yang lain yang harus dilakukan secara menyeluruh dan terpadu. Rancangan bangunan yang berhasil adalah rancangan yang dapat mengoptimalkan perpaduan kepentingan pada bangunan, sehingga pertimbangan-pertimbangan disain harus dipadukan dengan seluruh kepentingan bangunan itu. Struktur dalam arsitektur bukanlah pembatas tetapi fasilitas.
A. Pengertian Bangunan Bertingkat
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)
Gambar 1-1. Jenis Bangunan berdasarkan Ketinggian dan Jumlah Lantai
Bangunan bertingkat adalah bangunan yang mempunyai lebih dari satu lantai secara vertikal. Bangunan bertingkat ini dibangun berdasarkan keterbatasan tanah yang mahal di perkotaan dan tingginya tingkat permintaan ruang untuk berbagai macam kegiatan. Semakin banyak jumlah lantai yang dibangun akan meningkatkan efisiensi lahan perkotaan sehingga daya tampung suatu kota dapat ditingkatkan, namun di lain sisi juga diperlukan tingkat perencanaan dan perancangan yang semakin rumit, yang harus melibatkan berbagai disiplin bidang tertentu.
Bangunan bertingkat pada umumnya dibagi menjadi dua, bangunan bertingkat rendah dan bangunan bertingkat tinggi. Pembagian ini dibedakan berdasarkan persyaratan teknis struktur bangunan. Bangunan dengan ketinggian di atas 40 meter digolongkan ke dalam bangunan tinggi karena perhitungan strukturnya lebih kompleks. Berdasarkan jumlah lantai, bangunan bertingkat digolongkan menjadi bangunan bertingkat rendah (2 – 4 lantai) dan bangunan berlantai banyak (5 – 10 lantai) dan bangunan pencakar langit. Pembagian ini disamping didasarkan pada sistem struktur juga persyaratan sistem lain yang harus dipenuhi dalam bangunan.
B. Perancangan Bangunan Bertingkat
Walaupun termasuk bangunan bertingkat, bangunan berlantai dua relatif dapat dilakukan dengan cara yang tidak terlalu rumit. Persyaratan Ijin Mendirikan Bangunan (IMB) untuk jenis bangunan ini juga masih relatif sederhana, terutama untuk bangunan permukiman. Namun demikian, karena bangunan ini sudah tidak sesederhana bangunan tunggal satu lantai, ada beberapa faktor yang harus diperhatikan dalam merencana, yaitu; kesesuaian ruang dan fungsi, kekuatan struktur, keamanan dan keselamatan bangunan, kenyamanan bangunan dan sebagainya. Sehingga ketika proses kepengurusan IMB, dokument atau gambar harus menunjukkan aspek-aspek tersebut di atas secara benar, yang macam dan jenisnya relatif tergantung dari kebijakan peraturan masing-masing daerah di mana bangunan akan didirikan. Dengan demikian, perancangan bangunan bertingkat 2 lantai bagi seorang arsitek tidak hanya berkaitan dengan masalah keindahan dan bentuk bangunan semata, tetapi juga bagaimana bangunan selain bentuknya indah juga berfungsi dengan optimal dapat memberikan keamanan dan kenyamanan pada penggunanya dan lingkungan di sekitarnya.
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)
C. Perancangan Struktur dan Konstruksi dalam Arsitektur
Perancangan struktur dan konstruksi dalam arsitektur tidak hanya membahas teori macam dan detail dari sistem struktur dan konstruksi, tetapi juga kepada bagaimana aspekaspek bangunan seperti sistem struktur dan konstruksi bangunan itu sesuai dengan fungsi, keamanan dan kenyamanan bangunan dan lingkungannya. Perancangan struktur ditujukan kepada disain sistem struktur dan aspek yang terkait, sedangkan perancangan konstruksi ditujukan pada bagaimana memenuhi optimalisasi sistem itu dengan bagian-bagian serta hubungan elemen-elemen bangunan. Sehingga perancangan struktur dan konstruksi dalam arsitektur hampir meliputi sebagian besar proses teknis perancangan bangunan.
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)
D. Aspek-aspek Perencanaan dan Perancangan Struktur dan Konstruksi
Untuk mendapatkan hasil perancangan yang ideal, perencana struktur dan konstruksi harus dapat mengidentifikasi aspek-aspek yang terkait dalam perancangan. Aspek-aspek tersebut meliputi:
1.1.1 1. Struktur
![](data:image/png;base64,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)
Gambar 1-4. Aspek Sistem Struktur
Aspek struktur adalah aspek yang membahas kekuatan dan stabilitas bangunan. Struktur meliputi pemilihan jenis sistem struktur dan konfigurasinya, serta bagaimana sistem ini dapat membentuk ruang, karena di dalam bangunan gedung struktur bertugas mewadahi fungsi ruang. Sistem struktur dalam pembahasan ini dibagi menjadi bagian-bagian lebih kecil yang disebut dengan elemen struktur misal; elemen rangka atap, rangka utama, dan pondasi. Seluruh bagian atau elemen dari berbagai sistem struktur akan mempunyai tanggung jawab utama sebagai pemikul beban bangunan. Karena fungsinya tersebut, sistem struktur tidak dapat dihilangkan namun dapat digantikan satu jenis struktur dengan struktur yang lain. Ketersediaan ragam struktur dan elemennya serta kemungkinan pemilihannya adalah bahasan pokok dalam perancangan struktur. Apapun pilihan yang diajukan akan selalu benar jika sesuai dengan maksud-maksud atau aspek-aspek lain dalam bangunan.
2. Konstruksi
Konstruksi adalah bentuk rangkaian atau kedudukan baik dari antar atau inter elemen struktur. Konstruksi ini memperjelas perancangan bangunan. Wujud perancangan konstruksi dalam bangunan gedung adalah gambar-gambar detail yang menunjukkan secara teknis bagian-bagian dan kedudukannya serta keterangan-keterangannya. Karena bersifat menjelaskan dari solusi disain, maka rancangan konstruksi sebuah bangunan akan terikat dengan bangunan secara khusus dan tidak dapat disamakan dengan bangunan lain. Satu konstruksi dalam perancangan struktur akan menjelaskan bagaimana pertimbanganpertimbangan terhadap aspek lain juga diperhatikan, misalnya penggunaan bahan, ukuran, kedudukan, cara pengerjaan, finishing dan sebagainya. Tanpa gambar konstruksi yang jelas bangunan tidak dapat didirikan dengan benar dari berbagai aspek.
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)
Gambar 1-5. Aspek Konstruksi dan Bahan Bangunan
3. Bahan Bangunan
Bahan bangunan adalah aspek pokok berkaitan dengan pemakaiannya dalam struktur ataupun konstruksi serta sifat-sifat fisik yang akan diberikan pada bangunan. Pemakaian bahan tertentu akan mempengaruhi setiap aspek lain dalam perancangan. Karena pemakaian bahan tertentu akan mengakibatkan keriteria-kriteria lain pada bangunan (konstruksi, harga, tekstur, warna, kekuatan, keawatan dan sebagainya), maka pemakaian bahan bangunan juga dapat sangat menentukan disain bangunan secara luas.
4. Fungsi Bangunan
Fungsi bangunan adalah aspek yang akan diwadahi dalam struktur, sehingga pembahasannya wajib dilakukan untuk mengetahui persyaratan-persyaratan tertentu yang harus dipenuhi oleh ruang. Karena menentukan ruang maka struktur dan konstruksi yang dibentuk oleh bangunan harus memperhatikan persyaratan ruang. Bangunan tidak akan berhasil mewadahi fungsi jika kegiatan di dalamnya tidak difasilitasi oleh ruang. Fasilitasfasilitas ini akan berupa sistem-sistem utilitas pada bangunan yang sangat tergantung dengan faktor-faktor lain yang telah disebut di atas.
5. Site / Lokasi Bangunan
Site atau lokasi juga akan berpengaruh terhadap aspek lain karena memberikan informasi mengenai kondisi lingkungan beserta aspek yang terkait semacam iklim mikro lingkungan, keadaan tanah termasuk kekuatan dan topografinya, ketersediaan bahan bangunan, ketetanggaan dengan bangunan lain dan sebagainya. Informasi pada site ini juga sangat menentukan tindakan-tindakan yang akan diambil dalam perancangan struktur. Bentuk bangunan seperti apa, sistem struktur yang mana yang sesuai, pemakaian bahan yang bagaimana yang tepat dan bagaimana bentukan bersikap dengan bangunan di sekitarnya baik untuk kepentingan bangunan itu sendiri atau kepentingan lingkungan sekitar, akan sangat mempengaruhi perancangan struktur.
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)
Gambar 1-6. Aspek Site pada Bangunan
6. Sistem – sistem Bangunan
Persyaratan ruang yang harus dipenuhi dalam bangunan harus diwujudkan ke dalam sistem-sistem bangunan atau utilitas. Sistem-sistem meliputi antara lain pengudaraan, pencahayaan, distribusi air bersih dan sanitasinya dan sebagainya, akan menuntut bentukan- bentukan dan fasilitas struktur dan konstruksi tertentu untuk dapat terjaminnya proses kerja sistem tersebut. Oleh karena itu bentukan struktur dan konstruksi beserta ruang yang terbentuk di dalamnya akan sangat ditentukan oleh pencapaian sistem tertentu dalam bangunan. Strategi pencapaian ini tentu saja tidak akan sama untuk setiap bangunan karena pada bangunan yang berbeda banyak aspek berbeda pula yang saling mempengaruhi sehingga disain sistem dan kaitannya dengan struktur dan konstruksi ini dalama perancangan bangunan memang harus dilihat secara spesifik.
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)
Gambar 1-7. Aspek Bangunan yang Lain
7. Ekonomi Bangunan
Yang terakhir namun tidak kalah pentingnya adalah ekonomi bangunan. Mulai dari aspek ketersediaan dana yang dibutuhkan untuk perencanaan, pelaksanaan dan pengawasan pembangunan hingga perawatan. Karena aspek ekonomi bangunan ini akan berada pada semua tahap dalam perancangan, maka faktor ini harus difikirakan pada setiap pentahapan bangunan. Idealnya semua pentahapan pembangunan harus menggunakan beaya yang seminimal mungkin, namun dengan hasil yang seoptimal mungkin. Dengan demikian harus diputuskan alokasi pembeayaan yang proporsional yang jelas. Bukan berarti harga awal yang rendah berarti dapat menjadikan harga ekonomi yang baik karena masih juga dipertimbangkan harga-harga lain termasuk konstruksi, tenaga kerja dan perawatan. Secara umum pada tahap perencanaan, semakin tinggi tingkat persayaratan ruang yang berkaitan dengan bentuk, fungsi dan sistem akan menyebabkan waktu yang relatif lama pada tahap perencanaan dan perancangan. Namun tingginya beaya perencanaan dan perancangan atas waktu ini harus diimbangi dengan rendahnya proses pembangunan hingga pemeliharaan bangunan. Demikian juga sebaliknya, yang harus dihindari adalah tingginya aspek beaya pada setiap pentahapan pembangunan yang tidak diperlukan, sehingga bangunan memang dapat didirikan dengan waktu dan beaya yang semestinya.
ITEM UNTUK PEKERJAAN PEMBANGUNAN GEDUNG BERTINGKAT
A. PEKERJAAN PERSIAPAN
Pekerjaan persiapan diawali dengan pembersihkan lahan dari rumput, humus, pohon dan dari sampah. Selanjutnya dilakukan pemasangan pagar pengaman pada sekeliling area proyek penentuan as dan peil bangunan, terakhir pemasangan bouwplank. Selain itu air kerja dan listrik kerja harus sudah diperhitungkan penyediaannya oleh pemborong dengan membelinya. Administrasi proyek juga diurus pada pekerjaan persiapan.
B. PEKERJAAN TANAH
Pekerjaan tanah dimulai dengan pekerjaan galian tanah. Kemudian mengurug lantai pondasi dengan pasir. Setelah itu mengurug tanah kembali.
C. PEKERJAAN PONDASI
Pekerjaan pondasi dimulai dari pemasangan profil pondasi, lalu memasang batu kali dengan adukan.
D. PEKERJAAN BETON BERTULANG
Pekerjaan beton bertulang diawali dari pekerjaan sloof, kolom, balok, plat, dan terakhir ring balk. Tahap awal pada tiap-tiap item pekerjaan di atas adalah pekerjaan pembesian, lalu memasang bekisting, betonisasi, melepas bekisting, dan terakhir merawat beton.
E. PEKERJAAN DINDING
Pekerjaan dinding diawali dengan memasang batu bata kemudian dilanjutkan pekerjaan plesteran. Pekerjaan dinding dilakukan setelah pekerjaan kolom, balok, dan plat selesai. Pemasangan pasangan batu bata dilakukan diatas sloof. Pemasangan harus lurus, tegak, tidak siar dan tidak ada batu bata yang pecah melebihi 5 % dan pemasangan batu bata maksimal 1 m per hari.
Pekerjaan plester yaitu bagian yang akan diplester disiram dengan air terlebih dahulu dan plesteran harus menghasilkan bidang yang rata dan sponeng yang lurus. Semua dinding harus diplester dengan 1pc : 3ps untuk pasangan.
F. PEKERJAAN KUSEN, PINTU, DAN JENDELA
Pekerjaan kayu merupakan pekerjaan kering harus dipisahkan dari pekerjaan pasangan dan pekerjaan beton yang merupakan pekerjaan basah. Pemisahan ini untuk memperjelas jenis pekerjaannya dan tidak saling menggaggu pekerjaan dan pengangkutan material.
G. PEKERJAAN PENUTUP ATAP
Pekerjaan penutup atap diawali dengan pemasangan kuda-kuda, kemudian pemasangan rangka atap, gording, reng, usuk, dan terakhir pemasangan genteng.
H. PEKERJAAN SANITASI
Pekerjaan sanitasi dikerjakan mulai saat atau setelah pemasangan Bouwplank atau setelah pemasangan plafond dan sebelum pemasangan lantai. Pekerjaan ini meliputi pembuatan septictank, pemasangan pipa-pipa, pemasangan kloset dan bak mandi. Pemasangan kloset dan pipa perlu diperhatikan agar semuanya berfungsi dengan baik dan tidak ada yang bocor.
I. PEKERJAAN KERAMIK
Pekerjaan keramik terdiri dari lantai keramik dan dinding keramik.Bahan lantai keramik 30 x 30 cm dan keramik 20 x 20 cm. Sedang bahan dinding keramik adalah keramik 20 x 20 cm. Keramik yang akan dipasang menggunakan spes dan harus disetujui terlebih dahulu oleh direksi. Pemasangan nat sesuai dengan warna keramik dan lantai tidak boleh bergelombang.
J. PEKERJAAN INSTALASI LISTRIK
Pekerjaan instalasi listrik dikerjakan mulai saat atau setelah pemasangan Bowplank atau sebelum pemasangan plafond dan sebelum pengecatan dinding. Pekerjaan ini meliputi pemasangan titik lampu pada tempat yang telah ditentukan dan pemasangan saklar dan stop kontak. Pemasangan kabel pada dinding menggunakan pipa sebagai selubung kabel. Penyelesaian dinding sebagai akibat dari pemasangan saklar perlu diperhatikan dan permukaan dinding harus tetap rapi.
K. PEKERJAAN KUNCI DAN TERALIS TANGGA
Pekerjaan memasang kunci terdiri dari kunci tanam biasa dan kunci tanam kamar mandi.
L. PEKERJAAN FINISHING
Setelah semua pekerjaan selesai kemudian mengecat bangunan dan terakhir merapikan dan membersihkan bangunan kembali.
PENJELASAN TIAP ITEM PEKERJAAN
I. PEKERJAAN PERSIAPAN
A. Pembersihan lahan
Membersihkan lahan dari rumput, humus, pohon dan dari sampah. Arah pekerjaan ditentukan dengan mempertimbangkan urutan pekerjaan yang akan dilaksanakan berikutnya pembersihan yang merata.
B. Pembuatan pagar pengaman
Pagar terbuat dari seng gelombang dengan tinggi 2 m dan kayu dolken. Dipasang mengelilingi lahan proyek
C. Penentuan as dan peil bangunan
As dan peil bangunan menentukan letak/posisi dan orientasi bangunan Posisi As bangunan bdiukur dari titik acuan yang telah ditentukan As bangunan harus ditandai dengan jelas(umumnya dengan warna merah) dan diletakan pada ketinggian referensi (mis. + 0,00) As bangunan ini menjadi acuan/referensi as-as yang lain untuk mementukan posisi pondasi, kolom, lantai, dll, pada bangunan yang akan dibuat
D. Pemasangan bouwplank
Bowplank adalah papan-papan yang dipasang disekitar lokasi pekerjaan Kayu yang digunakan adalah kayu 5/7 x 4m dan kayu papan 3/20 Bowplank dipasang mendatar sesuai ketinggian rencana, dan dipaku pada beberapa tempat untuk menarik benang-benang as. Benang-benang as ini menjadi acuan dalam semua pekerjaan yang menyangkut letak elemen bangunan, lebar pondasi dan tembok, kedalaman galian, dan ketinggian elemen bangunan (lantai, pintu, jendela, dll) Bowplank tidak perlu dipasang menerus, pada beberapa tempat dapat dikosongkan untuk jalan pekerja
II. PEKERJAAN TANAH
A. Pekerjaan galian tanah
Gali tanah sesuai lebar pondasi bagian bawah dan kedalaman rencana
Gali sisi-sisi miringnya sehinga dicapai sudut kemiringan yang tepat
Tanah hasil galian diletakkan di pinggir galian diluar bouwplank, yang nantinya untuk pekerjaan pengurugan kembali. Cek posisi, lebar, kedalaman, dan kerapiannya, sesuai dengan rencana
Pekerjaan urugan pasir
Parit pondasi diurug pasir setebal 10 cm
B. Pekerjaan urugan tanah
Dilakukan urugan kembali terhadap pondasi yang telah terpasang.
Pemborong harus melaporkan kepada konsultan pengawas tentang rencana jaringan listrik, telepon, septictank dan lain-lain apabila akan memulai pekerjaan pondasi.
Bekas lubang dan parit dalam bangunan harus ditimbun dengan pasir urug dan dipadatkan.
III. PEKERJAAN PONDASI
A. Pasangan pondasi batu kali
Pondasi bangunan yang digunakan adalah pondasi batu kali / batu gunung yang memenuhi persyaratan teknis atau sesuai keadaan dilapangan .
Pasangan pondasi adalah dari batu kali, ukuran pondasi sesuai dengan gambar rencana pondasi atau pondasi batu belah dengan perekat 1pc : 3kp : 10 ps dan kemudian diplester kasar , bagian bawah pondasi dipasang batu kosong (aanstamping) tebal 20 cm dengan sela- selanya disisi pasir urug, disiram air sampai Penuh dan ditumbuk hingga padat dan rata.
Celah–celah yang besar antara batu diisi dengan batu kecil yang cocok padatnya.
Pasangan pondasi batu kali tidak saling bersentuhan dan selalu ada perekat diantaranya hinga rapat.
Pada pasangan batu kali sudah harus disiapkan anker besi untuk kolom, kedalaman anker 30 cm harus dicor dan panjang besi yang muncul diatasnya minimal 75 cm.
Cor stek kolom dan rapikan kembali
Setelah pasangan mengeras, tanah dapat diurug kembali
IV. PEKERJAAN BETON BERTULANG
A. Pembesian
Cara pengerjaan tulangan balok :
Buat tulangan sengkang dengan syarat :
bengkokan kait minimal 90o ditambah perpanjangan 12d
atau bengkokan kait 135o ditambah perpanjangan 6d
pembengkokan dilakukan dalam keadaan dingin
Potong tulangan memanjang dan bentuk sesuai gambar kerja
Masukan tulangan-tulangan memanjang balok pada sela-sela tulangan kolom/balok disebelahnya sesuai dengan dimensi balok dan posisi tulangan
Masukan sengkang-sengkang balok sesuai dengan jumlahnya
Masukan tulangan-tulangan memanjang balok pada ujung yang lain ke sela-sela kolom/balok sebelahnya
Ikat sengkang dengan tulangan memenjang sesuai dengan jarak sengkang yang ditentukan dengan menggunakan kawat bendrat
Cek kembali hasil pabrikasi dengan gambar kerja yang ada
Pasang pengatur jarak selimut beton/ decking
B. Bekisting
Bekisting dibuat dengan bahan kayu kelas III (terentang) dan balok kayu kelas II, serta dolken diameter 8/400
Cek jarak sabuk kolom/balok/sloof/ring balk
Cek pertemuan panel sudut bekisting
Permukaan plywood dibersihkan dan dilumasi minyak bekisting
Penyetelan sabuk dan kayu support bekisting
Pemberian mortar pada dudukan bekisting, pastikan mortar yang ditabur mengering
C. Betonisasi
Digunakan beton mutu K-300 dengan campuran 1PC:2PS:3KR
Untuk kolom pengecoran dilakukan tiap satu meter
Untuk plat dan balok pengecoran dilakukan sekaligus
Vibrasi yang cukup selama pengecoran
Pengetokan pada keliling luar bekisting
Untuk beton pada lantai 2 dari molen diangkut secara bertahap ke lantai 2
D. Pelepasan bekisting
Satu hari setelah pengecoran, bekisting dilepas
Melepas scafolding
Melepas plywood
E. Perawatan beton
Menyiram beton setiap siang dan sore selama minimal 3 hari
Menutupi dengan karung basah
V. PEKERJAAN DINDING
A. Pekerjaan pasangan batu bata
Pasang acuan kayu (profil) secara vertikal pada setiap ujung dinding yang akan dipasang.
Di ukur dan di tandai jarak setiap ketinggian pasangan bata / batako dan di kontrol kesetimbangan horisontalnya antara ujung satu dengan yang lainnya.
Basahi bata yang akan di pasang sampai tidak menyerap air.
Beri adukan mortar (sebagai perekat) pada setiap sambungan antara batu bata dan pada setiap sambungan atas dan bawah dari batu bata tidak boleh membentuk garis lurus/vertikal.
Usahakan potongan batu bata yang besarnya kurang dari setengahnya tidak dipakai atau tidak dipasang.
Tinggi pemasangan dinding batu bata dalam satu hari supaya tidak lebih dari 1 meter, untuk menjaga keruntuhan.
B. Pekerjaan plesteran dinding
Siapkan material yang akan di pakai pada lokasi yang terdekat atau strategis dari dinding yang akan di plester.
Siram permukaan bata / bataco dengan air sampai basah secara merata ( curing ).
Buat adukan untuk kamprotan dengan perbandingan tertentu (misalkan = 1 pc : 2 ps)
Lakukan kamprotan pada bidang yang telah dicuring dengan jarak lemparan ± 50 cm dari permukaan yang dikamprot dengan ketebalan 15 ~ 20 mm.
Setelah bidang yang dikamprot kering, lakukan penyiraman ( curing ) selama 3 hari ; pagi, siang & sore.
Setelah itu mulailah membuat caplakan dengan adukan 1 pc : 3 ps.
Buat kepalaan dengan ketebalan 15 mm.
Lanjutkan dengan penyiraman jika kepalaan telah mengering.
Pastikan bidang yang akan diplester telah dicuring.
Buat adukan 1 pc : 3 ps, gunakan pasir yang diayak ( halus ).
Lakukan plesteran pada bidang – bidang yang telah ada kepalaannya sampai selesai seluruh permukaan pada setiap bagian dengan cara dilempar dari jarak ± 50 cm
Gunakan jidar untuk meratakan permukaan sesuai dengan kepalaan.
Saat plesteran setengah kering, gunakan roskam untuk mengosok permukaan dinding sampai halus & rata.
Lanjutkan dengan curing selama 7 hari : pagi, siang dan sore sampai permukaan plesteran benar – benar basah seluruhnya.
Setelah cukup usia curing, keringkan bidang tersebut selama 1 hari.
Haluskan permukaan dinding dengan amplas halus.
Plamir bidang – bidang plesteran yang telah kering dengan menggunakan plamir yang baik.
Lakukan sebanyak 3 lapis ( tiga kali pelaksanaan ) sampai dinding benar – benar rata dan halus.
VI. PEKERJAAN KUSEN, PINTU, DAN JENDELA
A. Pemasangan kusen
Siapkan alat dan bahan secukupnya di tempat yang aman dan mudah dijangkau.
Rentangkan benang berjarak separuh dari tebal kusen terhadap as bouwplank untuk menentukan kedudukan kusen.
Pasang angker pada kusen secukupnya.
Dirikan kusen dan tentukan tinggi kedudukan kusen pintu/jendela.
Setel kedudukan kusen pintu/jendela sehingga berdiri tegak dengan menggunakan unting-unting.
Pasang skur sehingga kedudukannya stabil dan kokoh.
Pasang patok untuk diikat bersama dengan skur sehingga kedudukan menjadi kokoh.
Cek kembali kedudukan kusen pintu/jendela, apakah sudah sesuai pada tempatnya, ketinggian dan ketegakan dari kusen.
Bersihkan tempat sekelilingnya.
B. Pemasangan daun pintu dan jendela
Ukur lebar dan tinggi kusen pintu/jendela.
Ukur lebar dan tinggi daun pintu/jendela.
Ketam dan potong daun pintu/jendela (bila terlalu lebar dan terlalu tinggi).
Masukkan/pasang daun pintu/jendela pada kusennya, stel sampai masuk dengan toleransi kelonggaran 3 – 5 mm, baik ke arah lebar maupun kearah tinggi.
Lepaskan daun pintu/jendela, pasang/tanam engsel daun pintu pada tiang daun pintu (sisi tebal) dengan jarak dari sisi bagian bawah 30 cm, dan dari sisi bagian atas 25 cm (untuk pintu/jendela dengan 2 engsel), dan pada bagian tengah (untuk pintu dengan 3 engsel)
Masukkan/pasang lagi daun pintu/jendela pada kusennya, stel sampai baik kedudukannya, kemudian beri tanda pada tiang kusen pintu/jendela tempat engsel yang sesuai dengan engsel pada daun pintu/jendela.
Lepaskan sebelah bagian engsel pada daun pintu/jendela dengan cara melepas pennya, kemudian pasang/tanam pada tiang kusen
Pasang kembali daun pintu/jendela pada kusennya dengan memasangkan engselnya, kemudian masukkan pennya sampai pas, sehingga
terpasanglah daun pintu pada kusen pintunya.
Coba daun pintu/jendela dengan cara membuka dan menutup.
Bila masih dianggap kurang pas, lepaskan daun pintu/jendela dengan cara melepaskan pen.
Stel lagi sampai daun pintu/jendela dapat membuka dan menutup dengan baik, rata dan lurus dengan kusen
C. Pemasangan kaca
Letakkan daun pintu/jendela dengan posisi alur terletak pada bagian atas. Usahakan letakkan pada meja yang luasnya minimal sama dengan luas daun pintu. Atau letakkan pada lantai yang datar.
Haluskan seluruh sisi kaca agar tidak tajam.
Pasangkan lembaran kaca dengan hati-hati, gunakan selembar karton atau kain untuk memegang kaca.
Pasang paku pada list kayu sebelum dipasang pada keempat sisi daun pintu/jendela.
Setelah lis terpasang, perlahan masukkan paku dengan martil.
Sebaiknya letakkan selembar kain di atas permukaan kaca yang sedang dipasang lis kayu. Ini untuk menghindari goresan pada permukaan kaca karena gerakan martil
VII. PEKERJAAN PENUTUP ATAP
A. Pemasangan kuda-kuda
Pengangkutan kuda-kuda, bahan dan alat ke lokasi proyek
Pekerjaan pengecatan rangka kuda
Pekerjaan perangkaian kuda-kuda
Pekerjaan menaikan kuda-kuda keatas atap
Rangka kuda-kuda ditempatkan pada angkur yang terdedia, besi angkur merupakan tulangan dari kolom yang dilebihkan sebagai pengikat antara kuda-kuda dan dinding.Angkur kemudian ditempatkan pada plat dudukan kuda-kuda yang sudah dilobangi, kemudian angkur dan plat dudukan kuda-kuda tersebut disambung dengan baut angkur 12 mm.
B. Pemasangan rangka atap
Perangkaian ikatan angin vertikal
Pekerjaan menaikkan ikatan angin vertikal
Setelah ikatan angin vertikal dinaikkan, pekerjaan selanjutnya adalah perangkaian antara ikatan angin vertikal dengan kuda-kuda
Setelah ikatan angin terpasang, kemudian balok nok dipasang pada rangka atap.
C. Pemasangan gording
Pengecatan gording
Memindahkan bahan gording ke lantai atas
Gording ditempatkan diatas kuda-kuda pada titik buhul kuda-kuda
Pemasangan genteng
Sebelum dilakukan pekerjaan pemasangn genteng sebelumnya disiapkan diatas atap (disusun) pada titik-titik tertentu.
Genteng dipasang secarah horisontal terlebih dahulu pada bagian atas.
Setelah pada bagian paling atas terpasang diteruskan pada bagian bawahnyasecara horizontal.
Dengan cara pemasangan genteng pada bagian atas diangkat atau diungkit setelah itu dimasukan genteng pada bagian bawahnya.
Pertemuan dengan jurai genteng dipotong dengan bentuk segitiga agar rapi.
E. Pemasangan lisplank
Papan lisplank dipaku pada rangka listplank
Pada sambungan papan lisplank dibuat sambungan bibir lurus.
Setelah selesai pemasangan tahap berkutnya yaitu dilakukan pendempulan dan pengecatan
F. Pemasangan plafond gypsum
Tentukan / marking elevasi plafond dan buat garis sipatan pada dinding & as sumbu ruangan serta titik – titik paku kait pada langit- langit dengan jarak sesuai shop drawing.
Pasang paku kait. tembakan paku – paku kait pada marking titik - titik yang telah ada 600 x 1200 mm.
Pasang penggantung rangka plafond ( rod ) yang terdiri dari hanger dan clip adjuster ( ex. Boral type 223 ), dengan posisi tegak lurus.
Pasang rangka tepi ( steel hollow ) & wall angle profil l 20 x 20 mm atau moulding profil w sebagai list tepi tepat pada sipatan marking elevasi plafond.
Tentukan jarak penempatan kait penggantung.
Pasang tarikan benang sebagai pedoman penentu kelurusan dan ketinggian rangka plafon
Pasang rangka utama / top cross rail ( ex.boral type 201 ) dengan jarak 1200 mm.
Pasang rangka pembagi / furing chanel ( ex.boral type 204 ) dengan jarak 600 mm menggunakan locking clip ( ex. Boral type 210 ).
Pasang dan kencangkan clip / rod.
Pasang panel gypsum pada rangka dengan sekrup ceiling menggunakan screw driver dengan jarak 60 cm dan setiap sambungan harus tepat pada rangka.
Cek kerapihan dan kerataan bidang plafond dengan menggunakan waterpass.
Perataan sambungan plafond dengan men gunakan ceiling net / lakban.
Kemudian ditutup dengan paper tape dan compound ceiling.
Setelah itu diamplas
Finish permukaan plafond gypsum tersebut dengan cat.
Ratakan permukaan plafon gypsum menggunakan plamur sampai terlihat rata dan lurus.
Haluskan dengan amplas sampai rata dan benar – benar halus.
Cat seluruh permukaan plafond secara merata dengan kuas untuk bagian tepi dan sudut, serta rol cat untuk bidang luas
G. Pemasangan plafond tripleks
Buat marking elevasi, as dan jarak penggantung rangka plafon sesuai dengan shopdrawing. ( untuk menentukan ketinggian plafond )
Pasang benang nylon dua sisi dan sejajar sebagai pedoman kelurusan & ketinggian rangka, sesuai elevasi yang telah dibuat.
Pasang instalasi terlebih dahulu sebelum memasang rangka plafond.
Pasang rangka plafond (yang telah dihaluskan, dimeni & dipotong) sesuai marking yang telah dibuat.
Periksa kelurusan dan kerataan rangka menggunakan waterpass & siku besi.
Potong panel plafond plywood dengan gergaji sesuai shop drawing.
Haluskan bekas potongan plywood dengan amplas.
Pasang panel plafond plywood tersebut dengan mengatur :
kelurusan & kerapatan nad plafond
kerataan plafond
Pemasangan plafond dimulai dari tepi ( mengikuti gambar kerja) dan diperkuat dengan paku yang diketok dengan palu besi.
Cek kerataan permukaan plafond yang sudah jadi dengan waterpass.
Rapikan & haluskan permukaan plafond plywood yang telah terpasang dengan amplas sampai rata / licin.
Bersihkan permukaan yang telah diamplas dengan kain lap.
VIII. PEKERJAAN SANITASI
A. Pemasangan kloset duduk
B. Pemasangan kloset jongkok
C. Pemasangan kran air
D. Pemasangan bak cuci piring
E. Pekerjaan bak mandi
F. Pekerjaan bak peresapan
G. Pekerjaan septictank
H. Pemasangan pipa PVC 1/2”
I. Pemasangan pipa PVC 3/4”
J. Pemasangan pipa PVC 3”
K. Pemasangan pipa PVC 4”
IX. PEMASANGAN KERAMIK
A. Pemasangan lantai keramik
Siapkan peralatan dan bahan – bahan yang akan digunakan.
Pahami gambar kerja, pola pemasangan dan lain – lain.
Sortir keramik agar menghasilkan keseragaman :
- ukuran / dimensi.
- presisi.
- warna.
Rendam keramik yang akan dipasang kedalam bak air ( ember ) selama 1 jam.
Keramik dianginkan dengan cara diletakan pada tempat dudukan / tatakan keramik, setelah pro ses perendaman.
Tentukan garis dasar pasangan serta peil dari lantai. Penentuan peil ini untuk seluruh kesatuan
Pasang benang arah horizontal dan vertikal pada lantai sesuai elevasi pada shop drawing. Kedudukan benang harus datar dan siku , apabila dinding yang ada adalah dinding keramik, maka kedudukan nad lantai harus disesuaikan dengan yang ada pada dinding.
Pasang keramik sebagai pasangan kepalaan , sepanjang garis dasar yang telah terpasang
Cek kesikuan keramik dengan besi siku dan kerataan elevasi keramik dengan waterpass.
Isi bagian / daerah permukaan lantai yang lain nya dengan adukan / spesi.
Setelah itu pasang keramik berikutnya sesuai posisinya sampai selesai, usahakan supaya tidak ada las – lasan
Jika keramik sudah terpasang semua, ketuk per mukaan keramik dengan palu karet untuk mendatarkan / meratakan permukaan keramik supaya tidak rusak / cacat.
Setelah itu cek kerataan elevasi keramik dengan waterpass
Bersihkan permukaan pasangan keramik yang telah terpasang dengan kain / lap basah sampai bersih.
Untuk menghindari naiknya lantai ( menggelembungnya lantai ) maka buatlah delatasi.
Kemudian siapkan isian / bahan cor nad pada bak air ( ember ) dan aduklah hingga rata
Setelah adukan rata , isi sela – sela nad dengan bahan cor nad dengan menggunakan sendok spesi ( sekop ). Pengisian nad dilakukan apabila kedudukan keramik telah kuat atau spesi telah kering
Kemudian rapikan nad tersebut dengan cape.
Diamkan dan tunggu sampai nad tersebut benar -benar kering.
Setelah kering, bersihkan permukaan pasangan keramik yang sudah dipasang nad dari sisa – sisa bahan cor nad dengan menggunakan kain / lap basah sampai bersih
B. Pemasangan dinding keramik (20×20)
Siapkan peralatan dan bahan – bahan yang akan digunakan.
Pahami gambar kerja, pola pemasangan dan lain – lain.
Sortir keramik agar menghasilkan keseragaman : :
ukuran / dimensi.
presisi.
warna.
Rendam keramik yang akan dipasang kedalam bak air ( ember ) selama 1 jam.
Keramik dianginkan dengan cara diletakan pada tempat dudukan / tatakan keramik, setelah pro ses perendaman.
Membuat garis-garis sipatan waterpas pada dinding keramik keliling +/- 1m untuk menentukan ketinggian dan kedataran pemasangan keramik.
Membuat lot pada dinding di tiap pojok ruangan dan kesikuannya serta garis pertengahan dinding untuk pembagian keramik.
Mengukur jarak-jarak dinding untuk lebar dan tinggi ruangan, serta bagian-bagian yang terpasang pada ruangan tersebut.
Berdasarkan data – data pengukuran kemudian membuat gambar kerja untuk pembagian pemasangan keramik dinding tersebut.
Ukuran pemasangan keramik mengikuti gambar yang sudah dibuat sebelumnya sebagai acuan kerja.
Pada pelaksanaan pekerjaan keramik dinding, sebaiknya keramik lantai belum terpasang sehingga nantinnya mendapat nut yang segaris antara dinding dan lantai.
Pemasangan keramik harus padat dan rata sehingga tidak ada keramik dengan spesi kosong
Membuat kepalaan keramik baik secara horisontal maupun vertikal mengikuti garis sipatan dan lot ketegakan yang telah dibuat sebelumnya.
Sebelum keramik dipasang sebelumnya dinding dibasahi terlebih dahulu dengan air.
X. PEKERJAAN INSTALASI LISTRIK
Semua hantaran (kabel) yang ditarik dalam pipa / cabelduct harus diusahakan tidak tampak dari luar (tertanam).
Pemasangan pipa harus dilaksanakan sebelum pengecoran. Pemasangan sparing-sparing listrik yang melintas di plat, balok, kolom beton harus dipasang terlebih dahulu sebelum pengecoran, kabel diusahakan dimasukkan bersamaan dengan pemasangan sparing.
Pipa yang dipasang pada dinding dilaksanakan sebelum pekerjaan plesteran dan acian dikerjakan.
Penempatan sambungan/percabangan harus ditempatkan di daerah yang mudah dicapai untuk perbaikan (perawatan).
Sambungan harus menggunakan klem / isolasi kabel supaya terlindung dengan baik sehingga tidak tersentuh atau menggunakan lasdop dan ditempatkan pada Te Dos.
Lekukan/belokan pipa harus beradius > 3 kali diameter pipa dan harus rata (untuk memudahkan penarikan kabel).
Jaringan arde harus dipasang tersendiri/terpisah dengan arde penangkal petir.
- tidak boleh ada sambungan
- dihubungkan dengan elektroda pentanahan
- ditanam sampai minimal mencapai air tanah
Pada hantaran di atas langit-langit, harus diklem pada bagian bawah plat / balok atau pada balok kayu rangka langit-langit.
Untuk hantaran/tarikan kabel yang menyusur dinding bata/beton pada shaft harus diklem atau dengan papan dan kabeltrey bila jaringan terlalu rumit (banyak).
Stop kontak dan saklar. Pemasangan stop kontak setinggi > 40 cm dari lantai, saklar dipasang setinggi
150 cm dari lantai (bila tidak ditentukan spesifikasinya). Pemasangan stop kontak dan saklar harus rata dengan dinding.
Box / kotak Panel bodynya harus diarde, untuk menghindari adanya arus.
XI. PEKERJAAN KUNCI DAN TERALIS BESI
Kunci tanam
Kunci kamar mandi
Engsel pintu
Engsel jendela
Teralis tangga
XII. PEKERJAAN FINISHING
A. Pengecatan
Bersihkan permukaan dinding dari debu , kotoran dan bekas percikan plesteran dengan kain lap.
Lindungi bahan – bahan / pekerjaan lain yang berbatasan dengan dinding yang akan dicat dengan kertas semen / koran dan lakban.
Gunakan skrap untuk memperbaiki bagian – bagian dinding yang retak & kurang rata dengan plamir, kemudian tunggu sampai kering.
Haluskan plamir yang telah kering dengan amplas hingga rata.
Cek, kerataan permukaan dinding.
Jika permukaan sudah rata, maka lakukan pengecatan dasar dengan alat rol pada bidang yang luas & dengan kwas untuk bidang yang sempit ( sulit ).
Jika cat dasar tersebut sudah kering, lakukan pengecatan finish yang pertama.
Jika cat finish yang pertama sudah kering, lakukan pengecatan finish yang kedua / terakhir ( jumlah pelapisan cat sesuai dengan spesifikasi ).
Cek kerataan pengecatan yang terakhir.
Apabila sudah rata, bersihkan cat - cat yang mengotori bahan – bahan / pekerjaan lain yang seharusnya tidak terkena cat dengan kain lap.
B. Pembersihan kembali
NAMA : SYAHRUDIN
NIM : 417110096
JURUSAN : REKAYASA SIPIL
FAKULTAS TEKNIK
UNIVERSITAS MUHAMMADIYAH MATARAM