http://sanhometal.indonetwork.co.id/profile/cv-panopa.htm
Teknik Sipil
Tuesday, June 19, 2012
Tuesday, June 5, 2012
![](https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcRBEeI71sZ-vneU6otLc7r8BU2vcZtuVxlAVPH05Bd30c79ikMUCLxWon22FQ)
Perilaku Bangunan Struktur Rangka Beton BERESIKO !
BERESIKO :
Perilaku Bangunan Struktur Rangka Beton Bertulang Dengan Dinding Pengisi Dari Bata Terhadap Gempa
Perilaku Bangunan Struktur Rangka Beton Bertulang Dengan Dinding Pengisi Dari Bata Terhadap Gempa
![](https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcRdIJXgFJM5U9jiQk9-56H4T8Naap5TOhnbKlOyhWCgWhwRMCqWew)
Kualitas Baja Sebagai Material Bangunan Sipil
Perilaku Mekanik Material
Konstruksi
Kriteria perencanaan
struktur adalah memenuhi syarat kekuatan,
kekakuan dan daktilitas.
![](data:image/jpeg;base64,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)
Pengaruh Penanbahan Serat Kawat Pada Beton Terhadap Kuat Lentur Beton
Beton merupakan salah satu bahan konstruksi yang
telah umum digunakan untuk bangunan gedung, jembatan, jalan dan lain-lain.
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