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Finite element simulations of crack propagation In functionally graded materials under flexural loading

机译:功能梯度材料在弯曲载荷下裂纹扩展的有限元模拟

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Cracks in stepped and continuously graded material specimens under lexural loading were investigated via finite element analysis. Calculation of mechanical energy release rates and propagation angles with crack-opening displacement correlation and the local symmetry {Ku - 0} criterion, respectively, provided results most efficiently and accurately, as compared with compliance and J-integral approaches and other deflection criteria. A routine was developed for automatic crack extension and remeshing, enabling simulation of incremental crack propagation. Effects of gradient profile and crack geometry on crack-tip stresses and crack propagation path are examined, and implication of these for optimal design of graded components against failure by fast fracture are discussed.
机译:通过有限元分析,研究了阶梯状和连续分级材料试样在单向载荷下的裂纹。与顺应性和J积分方法以及其他挠度准则相比,分别使用裂纹张开位移相关性和局部对称{Ku-0}准则计算机械能释放速率和传播角度,可以最有效,最准确地提供结果。开发了用于自动裂纹扩展和重新定型的例程,从而能够模拟增量裂纹扩展。研究了梯度分布和裂纹几何形状对裂纹尖端应力和裂纹扩展路径的影响,并讨论了这些对优化设计坡度构件以防止快速断裂造成的影响。

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