地震地面变形问题的数值模拟

S. Mondal, S. Debsarma
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引用次数: 0

摘要

对于地震活跃区内涉及地震地表变形的问题,提出了基于不连续有限元格式的数值方法。我们强调这些数值技术在解决地球动力学问题中的效用。在代表岩石圈-软流圈系统的粘弹性半空间中,考虑了一条长走滑断层。在地幔对流引起的构造力的作用下,断层突然移动。随后的边界值问题使用基于有限元格式的数值技术解决,该格式具有专门为该任务开发的适当边界条件。这里描述的数值算法可以调整以解决更一般的变形问题,其中分析方法变得过于复杂。在构造力性质不反对称、断面不垂直的情况下,也可以对模型进行适当的修改。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Modelling of Aseismic Ground Deformation Problem
For problems involving aseismic ground deformation in seismically active areas, numerical approaches based on the finite element scheme with discontinuity have been developed. We emphasise the utility of such numerical techniques in tackling geodynamics problems. In a viscoelastic half space representing the lithosphere-asthenosphere system, a long strike-slip fault is considered. Under the influence of tectonic forces caused by mantle convection, the fault moves abruptly. The ensuing boundary value issues were solved using a numerical technique based on a finite element scheme with proper boundary conditions that was developed specifically for the task. The numerical algorithms described here can be tweaked to solve more general deformation issues where analytical methods become too complex. Appropriate modifications can also be incorporated in our model in case when the tectonic forces are not anti-symmetric in nature as well as fault plane is not vertical.
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