SLOT DEMO, Penghitungan Beban Kritis pada Struktur Kolom Kontinu dengan Dua Bentangan akibat Pembebanan Secara Aksial | Satria | METAL: Jurnal Sistem Mekanik dan Termal

Penghitungan Beban Kritis pada Struktur Kolom Kontinu dengan Dua Bentangan akibat Pembebanan Secara Aksial



DOI: https://doi.org/10.25077/metal.2.2.7-13.2018

Author(s)

Eka Satria (Universitas Andalas)
Nusyirwan Nusyirwan (Universitas Andalas)
Muhammad Irfan (Universitas Andalas)

Abstract


This paper is aimed to determine the critical buckling load of continous column with two spans under axial loading. Firstly, the critical buckling loads is calculated theoretically based on concept of solid mechanic. The calculation is conducted for various ratio of L1/L2. This ratio shows a comparison of two span lengths. The used ratios in this calculation are  L1/L2= 1/3,1/2, 2/3, 1/1, 3/2, 2/1, and 3/1. The critical buckling loads is calculated based on elastic analysis. For practical application, the results then are approached by regression technique of a least square method to find the best fit of design equation. Later, this equation is recommended as a practical equation in determining the critical buckling of continous column with two spans under axial loading.

Keywords


Kolom Kontinu, Beban Kritis, Dua Bentangan, Beban Aksial

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References


. E. Satria, S. Rizki, M. Bur, “Kaji Perbandingan Hasil Komputasi Kekuatan Kritis Struktur Kolom Baja akibat Beban Tekan Aksial dengan Standar-Standar Perancangan”, Seminar Nasional Tahunan Teknik Mesin XI, Universitas Gadjah Mada, Yogyakarta, 2012.

. E. Satria, A. Putra, M. Bur, “Analisa Numerik Kekuatan Buckling Struktur Kolom Bertingkat Dua Segmen dengan Beban Aksial Berbeda pada Setiap Segmen”, Seminar Nasional Tahunan Teknik Mesin XII, Universitas Lampung, Bandar Lampung, 2013.

. E. Satria, F. Kurnia, J. Malta, M. Bur, “Penghitungan Numerik Kekuatan Buckling Struktur Kolom Taper Akibat Beban Tekan Aksial Berbasiskan Metode Beda Hingga”, Seminar Nasional Tahunan Teknik Mesin XIV, Universitas Lambung Mangkurat, Banjarmasin, 2015.

W.F. Chen, Structural Stability, New York: Elsevier, 1987.

S. Chapra, R. Canale, Numerical Methods for Engineers, Singapore: McGraw-Hill, 1998.


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