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Calculations for Crack Growth Rate in Whole Process Realized with Two Kinks of Methods for Elastic-Plastic Materials Contained Crack

机译:用两种方法实现含裂纹的弹塑性材料全过程裂纹扩展速率的计算

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In view of short crack and long crack behaviors there are distinctly differences, to use the theoretical approach, to adopt the simple stress-parameter, or the strain-parameter-method and the multiplication-method of two-parameters, to establish numerous new calculation models in whole crack propagation process for elastic-plastic steels, which are the crack growth driving forces, the crack growth rate equations for different stages, the crack-growth-rate-linking-equation in whole process; For transitional crack size and the crack growth rate at transitional point from short crack to long crack growth respectively to put forward a lot of expressions, to provide the concrete and detailed calculation process, the steps and the methods; For new discovering and there are functional relations of some key materials parameters, respectively to give the new calculable formulas, the new definitions, the new physical meanings and geometrical meanings for them. Thereby to make linking and communication between for the modern fracture mechanics and the traditional material mechanics; So that to realize calculations for the crack growth rate in whole process based on traditional material constants with two kinds of methods.
机译:考虑到短裂纹和长裂纹的行为存在明显的差异,采用理论方法,采用简单的应力参数,或采用应变参数方法和两参数乘法方法,建立了许多新的计算方法。弹塑性钢整个裂纹扩展过程的模型,包括裂纹扩展驱动力,不同阶段的裂纹扩展速率方程,整个过程的裂纹扩展速率联系方程;对于从短裂纹到长裂纹的过渡点的裂纹扩展尺寸和裂纹扩展速率分别提出了很多表达式,提供了具体而详细的计算过程,步骤和方法;为了新发现,一些关键材料参数之间存在函数关系,分别为它们提供新的可计算公式,新定义,新物理意义和几何含义。从而在现代断裂力学与传统材料力学之间建立起联系和沟通。从而可以采用两种方法在传统材料常数的基础上实现全过程裂纹扩展速率的计算。

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