三维裂纹的裂纹能量密度:a系列:固体力学,材料强度

Katsuhiko Watanabe, N. Yoshikawa
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引用次数: 1

摘要

裂纹能量密度是在裂纹的整个生命周期中定义明确,不受本构方程限制的参数,能够很好地描述裂纹的各种行为。因此可以认为,对于三维裂纹,该参数的定义是合理的。本研究的目的是表明裂纹能量密度在三维裂纹上的特性,以便对该参数进行评估。这份报告的内容如下。(1)采用两种裂纹模型定义三维裂纹上的裂纹能量密度,并明确裂纹能量密度的取值与积分路径设置的坐标系和平面无关。(2)将裂纹能量密度定义为与路径无关的积分,并与三维裂纹的j积分进行比较。(3)提出了一种由荷载-位移曲线估计裂纹能量密度值的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Crack Energy Density on a 3-Dimensional Crack : Series A : Solid-Mechanics, Strength of Materials
Crack energy density is the parameter which is defined clearly, without any restriction on constitutive equation, throughout the life of a crack and is expected to successfully describe all kinds of behaviors of a crack. So it may well be thought that the parameter is defined reasonably for a 3-dimensional crack. The purpose of this study is to indicate the property of crack energy density on 3-dimensional cracks for evaluation of this parameter. The contents of this report are as follows. (1) Define crack energy density on a 3-dimensional crack by using two crack models, and make it clear that the value of crack energy density is determined independently of coordinate system and plane on which the integral path is set. (2) Define crack energy density as a path-independent integral, and compare it with the J-integral of a 3-dimensional crack. (3) Propose a method to estimate the value of crack energy density from load-displacement curves.
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