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Localized support settlements of thin-walled storage tanks

机译:薄壁储罐的局部支撑沉降

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摘要

This paper investigates the influence of support settlements on the out-of-plane displacements of thin-walled cylindrical tanks with a fixed top roof. The shell considered is representative of many steel tanks constructed in Puerto Rico and in the United States, and has a ratio between the diameter and the height of the order of 2.5, with slenderness ratio (radius to thickness) of the order of 1,700. The behavior of the tank is investigated using the finite element computer package ABAQUS by means of a geometrically non-linear algorithm for the analysis and linear elastic material behavior. Results are presented for geometrically linear analysis, geometrically nonlinear analysis and bifurcation buckling analysis. It is shown that (he equilibrium path is highly non linear and that the shell displays a plateau for a settlement of the order of half the thickness of the shell. Linear results provide a poor indication of the real displacements in the shell, so that geometric nonlinearity should be included in the analysis for working loads.
机译:本文研究了支撑沉降对具有固定顶棚的薄壁圆柱罐的平面外位移的影响。所考虑的壳体代表了波多黎各和美国建造的许多钢制储罐的代表,其直径与高度之比约为2.5,细长比(半径与厚度)约为1,700。使用有限元计算机软件包ABAQUS通过几何非线性算法分析和线性弹性材料的行为来研究储罐的性能。给出了几何线性分析,几何非线性分析和分叉屈曲分析的结果。结果表明(平衡路径是高度非线性的,并且壳体显示出稳定状态,其沉降量约为壳体厚度的一半。线性结果不能很好地指示壳体中的实际位移,因此几何形状非线性应包括在工作负荷分析中。

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