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Strain gradient plasticity under non-proportional loading

机译:非比例载荷下的应变梯度可塑性

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摘要

A critical examination is made of two classes of strain gradient plasticity theories currently available for studying micrometre-scale plasticity. One class is characterized by certain stress quantities expressed in terms of increments of strains and their gradients, whereas the other class employs incremental relationships between all stress quantities and the increments of strains and their gradients. The specific versions of the theories examined coincide for proportional straining. Implications stemming from the differences in formulation of the two classes of theories are explored for two basic examples having non-proportional loading: (i) a layer deformed into the plastic range by tensile stretch with no constraint on plastic flow at the surfaces followed by further stretch with plastic flow constrained at the surfaces and (ii) a layer deformed into the plastic range by tensile stretch followed by bending. The marked difference in predictions by the two theories suggests that critical experiments will be able to distinguish between them.
机译:对目前可用于研究微米级可塑性的两类应变梯度可塑性理论进行了严格的审查。一类的特征是某些应力量以应变及其梯度的增量表示,而另一类采用所有应力量与应变及其梯度的增量之间的增量关系。所研究理论的特定版本符合比例应变。对于具有非比例载荷的两个基本示例,探讨了两种理论的表述方式的不同所带来的影响:(i)通过拉伸拉伸而在塑性范围内不受塑性流动约束的塑性变形范围内的塑料层通过限制在表面的塑性流动来拉伸;(ii)通过拉伸拉伸然后弯曲使层变形到塑性范围内。两种理论在预测上的显着差异表明,关键实验将能够区分它们。

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