Micromechanics of nonlinear composites

Gengkai Hu; Zhuping Huang

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Micromechanics of nonlinear composites

机译：非线性复合材料的微力学

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摘要

Two homogenization methods are presented for modeling the overall elasto-plastic behavior of composite materials, the first one is applied to the case where the nonlocal property of the constituents can be neglected, and the second one considers this nonlocal effect by idealizing the constituents as micropolar materials. The secant moduli method and Ponte Castaneda's variational method are discussed in these two homogenization methods.

机译：提出了两种均化方法来对复合材料的整体弹塑性行为进行建模，第一种方法适用于可以忽略成分的非局部性质的情况，第二种方法通过将成分理想化为微极性来考虑这种非局部效应材料。在这两种均化方法中讨论了割线模量法和Ponte Castaneda的变分法。

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来源
《Key Engineering Materials》 |2004年第pt1期|p.35-41|共7页
作者
Gengkai Hu; Zhuping Huang;
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作者单位

Department of Applied Mechanics, Beijing Institute of Technology, 100081, Beijing, China;

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原文格式 PDF
正文语种 eng
中图分类工程基础科学;
关键词
micropolar composites; micromechanics; plasticity; size effect; second order moment;

机译：微极性复合材料;微力学;塑性;尺寸效应;二阶矩;

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Micromechanics of nonlinear composites

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