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The effect of the multi-axiality of compressive loading on the accuracy of a continuum model for layered materials

机译:压缩载荷的多轴性对分层材料连续体模型精度的影响

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摘要

Two methods of analysis of the internal instability of layered materials are discussed: the continuum approach and the piecewise-homogeneous medium model. Based on the results obtained within the scope of the model of a piecewise-homogeneous medium and the 3-D stability theory, the accuracy of a continuum theory is examined for incompressible non-linear materials undergoing large deformations. Two different loading conditions are compared: biaxial and uni-axial compression. The effect of the multi-axiality of loading on the accuracy of the continuum theory is determined for the particular model of hyperelastic layers described by the Treloar's potential (i.e. by a neo-Hookean type potential), which is a simplified version of the Mooney's elastic potential. (C) 2004 Elsevier Ltd. All rights reserved.
机译:讨论了两种分析层状材料内部不稳定性的方法:连续方法和分段均质介质模型。基于在分段均质介质模型范围内获得的结果和3-D稳定性理论,检验了连续变形理论对经历大变形的不可压缩非线性材料的准确性。比较了两种不同的加载条件:双轴压缩和单轴压缩。对于由Treloar势(即新胡克式势)描述的超弹性层的特定模型,确定了加载的多轴性对连续性理论精度的影响,该模型是Mooney弹性的简化版本。潜在。 (C)2004 Elsevier Ltd.保留所有权利。

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