首页> 外文期刊>Philosophical transactions of the Royal Society. Mathematical, physical, and engineering sciences >Phase-field modelling of ductile fracture: a variational gradient-extended plasticity-damage theory and its micromorphic regularization
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Phase-field modelling of ductile fracture: a variational gradient-extended plasticity-damage theory and its micromorphic regularization

机译:韧性断裂的相场建模:变分梯度扩展塑性损伤理论及其微晶正则化

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摘要

This work outlines a novel variational-based theory for the phase-field modelling of ductile fracture in elastic-plastic solids undergoing large strains. The phase-field approach regularizes sharp crack surfaces within a pure continuum setting by a specific gradient damage modelling. It is linked to a formulation of gradient plasticity at finite strains. The framework includes two independent length scales which regularize both the plastic response as well as the crack discontinuities. This ensures that the damage zones of ductile fracture are inside of plastic zones, and guarantees on the computational side a mesh objectivity in post-critical ranges.
机译:这项工作概述了一种新的基于变分的理论,用于经受大应变的弹塑性固体中的韧性断裂的相场建模。相场方法通过特定的梯度损伤建模,在纯连续区域内将尖锐的裂纹表面规则化。它与有限应变下的梯度塑性公式有关。该框架包括两个独立的长度标尺,这些标尺既规范了塑性响应,又规范了裂纹的不连续性。这样可以确保延性断裂的损坏区域在塑性区内,并在计算侧保证后临界范围内的网格客观性。

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