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The micropolar elastic behaviour of model macroscopically heterogeneous materials

机译:模型宏观非均质材料的微极弹性行为

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摘要

This paper describes the design, manufacture, testing and analysis of two model heterogeneous materials that exhibit non classical elastic behaviour when loaded. In particular both materials demonstrate a size effect in which stiffness increases as test sample size reduces; an effect that is unrecognized by classical elasticity but predicted by more generalized elasticity theories that are thought to describe the behaviour of heterogeneous materials more fully. The size effect has been observed by both experimental testing and finite element analysis that fully incorporates the details of the underlying heterogeneity designed into each material. The size effect has been quantified thus enabling both the modulus and also the characteristic length, an additional constitutive parameter present within micropolar and other generalized elasticity theories, to be determined for each material. These characteristic length values are extraordinarily similar to the length scales associated with the structure of the materials. An additional constitutive parameter present within plane micropolar elasticity theory that quantifies shear stress asymmetry has also been determined for one of the materials by using an iterative process that seeks to minimize the differences between numerical predictions and test results.
机译:本文介绍了两种模型异质材料的设计,制造,测试和分析,这些材料在加载时表现出非经典的弹性行为。特别是两种材料都表现出一定的尺寸效应,其中随着测试样品尺寸的减小,刚度增加。一种经典弹性无法识别的效果,但可以通过更广义的弹性理论进行预测,这些理论被认为可以更全面地描述异质材料的行为。通过实验测试和有限元分析均观察到了尺寸效应,这些分析将每种材料所设计的潜在异质性细节完全纳入了设计之中。尺寸效应已被量化,因此可以确定每种材料的模量和特征长度,以及微极性和其他广义弹性理论中存在的附加本构参数。这些特征长度值非常类似于与材料结构相关的长度标度。平面微极弹性理论中存在的一种附加的本构参数,用于量化剪应力的不对称性,这是通过使用一种迭代过程来确定的,其中一种迭代过程试图使数值预测和测试结果之间的差异最小化。

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