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A ductile damage model including shear stress effects

机译:包括剪切应力效应的延性损伤模型

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摘要

Since the early work of Gurson, ductile damage macroscopic constitutive laws based on microvoid growth have been improved, the well-known Tveggaard (2) plastic potential included some coalescence effects, Rousselier formulated relations for finite deformations of plastically dilatant materials, more recently Brunhs and Schiesse have developed a continuum model of elastic-plastic materials with anisotropic damage by oriented microvoids. Most of the existing plastiicty-damage theories consider the mean normal stress as the main parameter controlling the microvoid growth even though the deviatoric part of the stress tensor acts on the phenomena at the microscopic or mesoscopic levels.
机译:自从Gurson开展早期工作以来,基于微孔生长的延性破坏宏观本构关系得到了改善,著名的Tveggaard(2)塑性势包括一些聚结效应,Rousselier提出了塑性膨胀材料有限变形的关系,最近出现的是Brunhs和Schiesse已经开发出了具有方向性的微孔各向异性破坏的弹塑性材料的连续模型。大多数现有的塑性损伤理论都将平均法向应力作为控制微孔生长的主要参数,即使应力张量的偏斜部分在微观或介观水平上作用于该现象。

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