Circumferential Strain Concentration of Corrugated Tubes Subjected to Axial Collapse

Dai-heng Chen, S. Ozaki
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Abstract

In this study, the circumferential strain concentrations in cylindrical and square tubes with corrugated surfaces subjected to axial compression are studied using the finite element method. In cylindrical tubes, the yield strength σy, the hardening coefficient Eh of the material and the thickness t of the tube wall exert only a small influence on the strain concentration, so that the maximum circumferential strain can be approximately evaluated as a function of the wavelength 2λ and the amplitude a of the corrugations, and the cylinder radius R. For square tubes, however, the effect of the corner radius r, the thickness t, the yield strength σy, and the hardening coefficient Eh on the strain concentration is comparable to that of the wavelength 2λ and the amplitude a of the corrugations. The maximum circumferential strain increases with a decrease in the corner radius r/D, with a decrease in the thickness t, and with an increase in the ratio σy/Eh.
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轴向破坏下波纹管的周向应变集中
本文采用有限元方法研究了圆柱形和方形波纹管在轴向压缩作用下的周向应变集中。圆柱管的屈服强度σy,材料的硬化系数嗯和管壁的厚度t施加很小影响应变集中,以便最大圆周应变近似评估作为波长的函数2λ和振幅的干硬后,和圆柱半径r平方管,然而,圆角半径r的影响,厚度t,屈服强度σy,硬化系数Eh对应变浓度的影响与波纹的波长2λ和振幅a的影响相当。最大周向应变随转角半径r/D的减小、厚度t的减小和σy/Eh的增大而增大。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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