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NUMERICAL MODELLING OF CYCLIC STRESS-STRAIN FIELDS NEAR A CRACK TIP: THE ROLE OF STRAIN HARDENING

机译:裂纹尖端附近循环应力-应变场的数值模拟:应变硬化的作用

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Finite-element large deformation analysis of the cracked strain-hardening elastoplastic solid under cyclicrnloading was performed. Minor quantitative changes, but not essential distinctions, were found in the near tiprnstress fields comparing the data corresponding to different hardening rules (isotropic, kinematic and mixed)rnwith the perfectly-plastic constitutive model. As regards the deformations, strain-hardening facilitatesrnformation of the localised slip bands near the crack tip, and this localisation of plasticity is strongly promotedrnby the kinematic component of the hardening. This causes accelerated accumulation of plastic strain in certainrnlocations. The implications of the results for fatigue crack growth are discussed.
机译:对循环荷载作用下的裂纹应变硬化弹塑性固体进行了有限元大变形分析。在近倾斜应力场中发现了较小的数量变化,但没有本质区别,将与不同硬化规则(各向同性,运动学和混合)对应的数据与完全塑性本构模型进行了比较。关于变形,应变硬化促进了裂纹尖端附近局部滑带的形成,并且塑性的这种局部化通过硬化的运动学成分被强烈促进。这导致塑性应变在某些位置加速积累。讨论了结果对疲劳裂纹扩展的影响。

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