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Dynamically Propagating Crack in Graded Particle Dispersed Composite Modeled by Neuro-Fuzzy Inference

机译:由神经模糊推理模型的分级粒子分散复合材料中的动态传播裂缝

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A computational method for analyzing a particle dispersed material is presented. The potential difficulty of developing a constitutive law for the material especially in the nonlinear regime is circumvented by developing a computational constitutive modeling that employs a FEM mesomechanics analysis of a grain model, neural network, and fuzzy inference techniques. Dynamic crack propagation in the functionally graded material(FGM) subjected to a tensile load or a thermal shock is demonstrated to find the grading effect of the material on crack severity and plasticity as the crack propagates in FGM.
机译:提出了一种用于分析颗粒分散材料的计算方法。通过开发谷物模型,神经网络和模糊推理技术的FEM Mesomenchics分析,通过开发谷物模型,神经网络和模糊推理技术的FEM Mesomenchics分析来避免尤其在非线性制度中开发尤其是非线性制度的本质法的潜在难度。经过抗拉载荷或热冲击的功能梯度材料(FGM)中的动态裂纹传播被证明是在FGM中裂纹传播的裂纹严重程度和可塑性上的材料对材料的分级效果。

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