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Multi-scale Plasticity Modeling: Coupled Discrete Dislocation And Continuum Crystal Plasticity

机译:多尺度可塑性建模:离散位错与连续体晶体可塑性耦合

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摘要

A hierarchical multi-scale model that couples a region of material described by discrete dislocation plasticity to a surrounding region described by conventional crystal plasticity is presented. The coupled model is aimed at capturing non-classical plasticity effects such as the long-range stresses associated with a density of geometrically necessary dislocations and source limited plasticity, while also accounting for plastic flow and the associated energy dissipation at much larger scales where such non-classical effects are absent. The key to the model is the treatment of the interface between the discrete and continuum regions, where continuity of tractions and displacements is maintained in an average sense and the flow of net Burgers vector is managed via "passing" of discrete dislocations. The formulation is used to analyze two plane strain problems: (ⅰ) tension of a block and (ⅱ) crack growth under mode I loading with various sizes of the discrete dislocation plasticity region surrounding the crack tip. The computed crack growth resistance curves are nearly independent of the size of the discrete dislocation plasticity region for region sizes ranging from 30 μm × 30 μm to 10 μm × 5 μm. The multi-scale model can reduce the computational time for the mode I crack analysis by a factor of 14 with little or no loss of fidelity in the crack growth predictions.
机译:提出了一种分层的多尺度模型,该模型将由离散位错可塑性描述的材料区域耦合到由常规晶体可塑性描述的周围区域。耦合模型旨在捕获非经典的塑性效应,例如与几何上必要的位错密度和源有限的塑性相关的远程应力,同时还考虑了塑性流动和相关的能量耗散,在更大的尺度上-经典效果不存在。该模型的关键是对离散区域和连续区域之间的界面的处理,其中牵引力和位移的连续性在平均意义上得以维持,净Burgers向量的流量通过离散位错的“传递”进行管理。该公式用于分析两个平面应变问题:(ⅰ)块体的张力和(ⅱ)在模式I载荷下,裂纹尖端周围各种离散位错可塑性区域的大小,裂纹扩展。对于范围从30μm×30μm到10μm×5μm的区域,计算出的抗裂纹扩展曲线几乎与离散位错可塑性区域的大小无关。多尺度模型可以将模式I裂纹分析的计算时间减少14倍,而裂纹增长预测中的保真度几乎没有或没有损失。

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