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Deformation of two welded elastic half-spaces due to a long inclined tensile fault

机译:两个焊接弹性半空间由于长的倾斜拉伸断裂而变形

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The calculation of the deformation caused by shear and tensile faults is necessary for the investigation of seismic and volcanic sources. The solution of the two-dimensional problem of a long inclined shear fault in two welded half-spaces is well known. The purpose of this note is to present the corresponding solution for a tensile fault. Closed-form analytical expressions for the Airy stress function for a tensile line source in two welded half-spaces are first obtained. These expressions are then integrated analytically to derive the Airy stress function for a long tensile fault of arbitrary dip and finite width. Closed-form analytical expressions for the displacements and stresses follow immediately from the Airy stress function. These expressions are suitable for computing the displacement and stress fields around a long inclined tensile fault near an internal boundary.
机译:由剪切和拉伸断裂引起的变形的计算对于研究地震和火山源是必要的。在两个焊接的半空间中解决长倾斜剪切故障的二维问题的方法是众所周知的。本注释的目的是为拉伸故障提供相应的解决方案。首先获得两个焊接半空间中张力线源的艾里应力函数的闭式解析表达式。然后,将这些表达式进行分析积分,以得出任意倾角和有限宽度的长拉断层的艾里应力函数。位移和应力的闭合形式解析表达式直接从艾里应力函数得出。这些表达式适用于计算内部边界附近的长倾斜拉伸断层周围的位移和应力场。

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