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The crack extension force of a curved crack derived from the principle of virtual work

机译:根据虚功原理得出的弯曲裂纹的裂纹扩展力

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摘要

A general method to determine the crack extension force F related to a finite segment of a curved crack is presented. A path independent integral expression that holds in curvilinear coordinates is derived from the principle of virtual work. An appropriate virtual displacement field allows variation of the position of a crack tip. F is related to the path independent integral expression through variation of a total energy expression. To illustrate the applicability of the method F is derived for the conical crack in axisymmetric loading. For a plane crack with a straight front F is identical to the J-integral, Rice (1968). [References: 7]
机译:提出了确定与弯曲裂纹有限段有关的裂纹扩展力F的一般方法。从虚功原理推导出在曲线坐标中保持的与路径无关的积分表达式。适当的虚拟位移场允许裂纹尖端的位置变化。 F通过总能量表达式的变化与路径独立积分表达式有关。为了说明该方法的适用性,导出了轴对称载荷下圆锥形裂纹的F方法。对于具有直前F的平面裂纹,它与J积分Rice(1968)相同。 [参考:7]

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