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A Simulation of Low and High Cycle Fatigue Failure Effects for Metal Matrix Composites Based on Innovative J 2 -Flow Elastoplasticity Model

机译:基于创新的J 2流弹塑性模型的金属基复合材料低周疲劳疲劳破坏效应仿真

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New elastoplastic J 2 -flow constitutive equations at finite deformations are proposed for the purpose of simulating the fatigue failure behavior for metal matrix composites. A new, direct approach is established in a two-fold sense of unification. Namely, both low and high cycle fatigue failure effects of metal matrix composites may be simultaneously simulated for various cases of the weight percentage of reinforcing particles. Novel results are presented in four respects. First, both the yield condition and the loading–unloading conditions in a usual sense need not be involved but may be automatically incorporated into inherent features of the proposed constitutive equations; second, low-to-high cycle fatigue failure effects may be directly represented by a simple condition for asymptotic loss of the material strength, without involving any additional damage-like variables; third, both high and low cycle fatigue failure effects need not be separately treated but may be automatically derived as model predictions with a unified criterion for critical failure states, without assuming any ad hoc failure criteria; and, finally, explicit expressions for each incorporated model parameter changing with the weight percentage of reinforcing particles may be obtainable directly from appropriate test data. Numerical examples are presented for medium-to-high cycle fatigue failure effects and for complicated duplex effects from low to high cycle fatigue failure effects. Simulation results are in good agreement with experimental data.
机译:为了模拟金属基复合材料的疲劳破坏行为,提出了新的有限变形弹塑性J 2流本构方程。建立了两个统一意义上的新的直接方法。即,对于增强颗粒的重量百分比的各种情况,可以同时模拟金属基复合材料的低和高周疲劳破坏效果。从四个方面介绍了新颖的结果。首先,通常不需要考虑屈服条件和装卸条件,而是可以自动将其纳入拟议的本构方程的固有特征中。第二,从低到高的循环疲劳破坏效果可以直接由材料强度渐近损失的简单条件表示,而不涉及任何其他类似损伤的变量;第三,高周疲劳和低周疲劳失效的影响都不需要分别处理,而是可以自动导出为具有针对关键失效状态的统一准则的模型预测,而无需假设任何临时失效准则;最后,可以直接从适当的测试数据中获得随增强颗粒的重量百分比而变化的每个引入模型参数的明确表达式。给出了数值示例,用于中到高周期疲劳破坏效应以及从低到高周期疲劳破坏效应的复杂双工效应。仿真结果与实验数据吻合良好。

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