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Simulations of fatigue crack growth by blunting-re-sharpening: Plasticity induced crack closure vs. alternative controlling variables

机译:通过钝化再锐化来模拟疲劳裂纹扩展:塑性导致的裂纹闭合与替代控制变量

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摘要

Finite-deformation elastoplastic analysis of plane-strain crack subjected to mode I cyclic loading with constant amplitude at various load ranges and ratios, as well as with solitary over- and under-load cycles, is presented. The Laird-Smith mechanism of crack advance by cyclic blunting and re-sharpening, which transfers material from the crack tip towards its flanks, is visualised. In the present modelling, crack closure has never been detected. As well, the supposed origin of plasticity induced crack closure (PICC), which is habitually attributed to filling-in a crack with material stretched out of the crack plane behind the tip, is ruled out. Nevertheless, the rate of simulated fatigue crack growth (FCG) by blunting-re-sharpening reproduces the key experimental trends concerning the effects of △K and single over-/under-load peaks. Calculated compliance curves are bent in spite of the absence of PICC, which raises the doubt about their trustworthiness as the means of the crack closure detection and assessment. This way, performed modelling manifests ambiguities concerning PICC as the universal intrinsic factor able to control FCG ubiquitously. On the other hand, having PICC absent, calculated near-tip stress-strain responses, being driving forces of fatigue damage and crack advance by bond-breaking, manifest affinities with the experimental FCG trends without intervention of PICC, too. This implicates both independent parameters of crack-tip cyclic loading under small scale yielding, such as the couple K_(max) and K_(min) or K_(max) and AK, or other equivalent one, as the indispensable variables that drive FCG directly without mediation of PICC.
机译:提出了平面应变裂纹的有限变形弹塑性分析,该模式应变I模式循环载荷在各种载荷范围和比率下具有恒定振幅,并且具有单独的过载和欠载荷循环。可视化了通过周期性钝化和重新锐化使裂纹前进的Laird-Smith机理,该过程将材料从裂纹尖端转移到其侧面。在目前的建模中,从未检测到裂纹闭合。同样,排除了塑性诱发裂纹闭合(PICC)的假想原因,该现象习惯性地归因于用从尖端后面的裂纹平面伸出的材料填充裂纹。尽管如此,通过钝化再锐化的模拟疲劳裂纹扩展(FCG)的速率再现了有关△K和单个过载/过载峰值的影响的关键实验趋势。尽管没有PICC,但计算出的柔度曲线仍会弯曲,这使人们怀疑它们是否可作为裂缝闭合检测和评估的手段。这样,执行的建模显示出与PICC有关的歧义,PICC是能够普遍控制FCG的通用内在因素。另一方面,如果没有PICC,则可以计算出近端应力应变响应,这是疲劳损伤的驱动力和由于断裂而导致的裂纹扩展的动力,在没有PICC干预的情况下,也表现出与实验FCG趋势的相似性。这暗示了小规模屈服下裂纹尖端循环载荷的两个独立参数,例如K_(max)和K_(min)或K_(max)和AK,或其他等效参数,作为直接驱动FCG的必不可少的变量未经人保委调解。

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