GPU-based Implementation of Discrete Element Method for Simulation of the Geological Fault Geometry and Position

V. Lisitsa, V. Tcheverda, V. Volianskaia
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引用次数: 3

Abstract

We present an algorithm for numerical simulation of the geological fault formation. The approach is based on the discrete elements method, which allows modeling of the deformations and structural discontinuity of the Upper part of the Earth crust. In the discrete elements method, the medium is represented as an combination of discrete particles which interact as elastic or viscoelastic bodies. Additionally, external potential forces, for example gravitational forces, may be introduced. At each time step the full set of forces acting at each particle is computed, after that the position of the particle is evaluated on the base of Newtonian mechanics. We implement the algorithm using CUDA technology to simulate single statistical realization of the model, whereas MPI is used to parallelize with respect to different statistical realizations. Obtained numerical results show that for low dip angles of the tectonic displacements relatively narrow faults form, whereas high dip angles of the tectonic displacements lead to a wide V-shaped deformation zones.
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基于gpu的地质断层几何位置模拟离散元方法的实现
提出了一种地质断层形成的数值模拟算法。该方法基于离散元法,可以对地壳上部的变形和结构不连续进行建模。在离散元法中,介质被表示为离散粒子的组合,这些粒子作为弹性或粘弹性体相互作用。此外,可以引入外部势能,例如重力。在每个时间步,计算作用在每个粒子上的全部力,然后根据牛顿力学计算粒子的位置。我们使用CUDA技术实现算法来模拟模型的单个统计实现,而MPI用于相对于不同的统计实现并行化。得到的数值结果表明,在构造位移倾角较低的情况下,断层形成相对狭窄,而在构造位移倾角较大的情况下,断层形成较宽的v型变形带。
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