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Development of Mathematical Model for Detection of Conditional Sizes Primordial Cracks in LEFM and Its Implementation in Russian Cax System

机译:俄罗斯统一体系中有条件尺寸原始裂缝检测数学模型的发展及其在俄罗斯CAX系统中的实现

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This paper addresses the definition of conventional primordial crack size by solving the inverse problem of traditional LEFM and implementation of this tool in the Russian CAx system APM WinMachine. The condition of the primordial origin of the crack with the principal stresses and classical criteria of strength are shown. A mathematical model for finding the conditional size of the crack is shown. The critical value of the parameter of fracture mechanics-the stress intensity factor (SIF) and the value of the stress concentrator are used for this purpose. The critical value of SIF was defined by experiment. A mathematical model has been implemented in the Russian CAX system APM WinMachine which uses a numerical finite element method (FEM). Output data (crack dimensions) of the mathematical model are used in solving the analytical problem to determine the SIF. The validity of the numerical and analytical calculation of the data is checked by comparing the SIF critical value obtained experimentally, with the analytical one. The calculations were performed on the example of solving the static problem with a different loading step.
机译:本文通过解决俄罗斯CAX系统APM WinMachine在俄罗斯CAX系统APM WinMachine中解决传统lefm的逆问题和实现此工具的逆问题,解决了传统原始裂纹大小的定义。显示了具有主应力的裂缝的原始来源的条件和强度的经典标准。显示了用于找到裂缝的条件大小的数学模型。裂缝力学参数的临界值 - 应力强度因子(SIF)和应力集中器的值用于此目的。 SIF的临界值由实验定义。数学模型已经在俄罗斯CAX系统APM WinMachine中实现,它使用了数值有限元方法(FEM)。数学模型的输出数据(裂缝尺寸)用于解决分析问题以确定SIF。通过比较实验获得的SIF临界值,通过分析一个来检查数据的数值和分析计算的有效性。对求解不同负载步骤的静态问题的示例进行计算。

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