NONUNIFORM TRANSFORMATION FIELD ANALYSIS APPLIED TO DISCRETE ELASTOPLASTIC MICROSTRUCTURE

K. Mikeš, M. Jirásek, J. Zeman
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Abstract

: In this contribution, we focus on numerical simulation of discrete elastoplastic microstructures with periodic boundary conditions. The idea of nonuniform transformation field analysis, originally proposed by Michel and Suquet, is used for simplification of the given problem by reducing the number of internal variables represented by plastic strains. For that purpose, the plastic strains are approximated by linear combinations of selected plastic modes. Two approaches to the selection of plastic modes are proposed and compared using a simple two-dimensional example. Their accuracy is evaluated by comparing the results with the exact solution.
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离散弹塑性微观结构的非均匀变换场分析
在这篇贡献中,我们着重于具有周期性边界条件的离散弹塑性微结构的数值模拟。非均匀变换场分析的思想最初由Michel和Suquet提出,通过减少由塑性应变表示的内部变量的数量来简化给定问题。为此,塑性应变由所选塑性模态的线性组合近似。提出了两种选择塑性模态的方法,并用一个简单的二维实例进行了比较。它们的准确性是通过与精确解的比较来评估的。
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