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首页> 外文期刊>Journal of geophysics and engineering >Three-dimensional finite element simulation of large-scale nonlinear contact friction problems in deformable rocks
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Three-dimensional finite element simulation of large-scale nonlinear contact friction problems in deformable rocks

机译:变形岩石中大规模非线性接触摩擦问题的三维有限元模拟

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摘要

A three-dimensional finite element method is proposed and used to deal with large-scale nonlinear contact friction problems in deformable rocks. Together with the use of the node-to-point contact element strategy, the corresponding three-dimensional finite element algorithm is presented to simulate the nonlinear contact friction behaviour between deformable rock blocks. In order to ensure the correctness and accuracy of the resulting numerical solutions, the proposed finite element formulation for a three-dimensional nonlinear contact friction problem is verified using a benchmark problem, for which the analytical solution is available. As an application example, the proposed three-dimensional finite element method is used to investigate the plate behaviour of a subduction fault model, which simulates a region around Northeast Japan. Due to the general nature of the methodology, the proposed three-dimensional finite element algorithm can be also used to simulate many nonlinear contact friction problems associated with the slope instability process and the sliding failure mechanism between a gravity dam and its foundation in the engineering field.
机译:提出了一种三维有限元方法,用于解决可变形岩石中的大规模非线性接触摩擦问题。结合节点到点接触单元策略,提出了相应的三维有限元算法来模拟可变形岩石块之间的非线性接触摩擦行为。为了确保所得数值解的正确性和准确性,使用基准问题验证了针对三维非线性接触摩擦问题的拟议有限元公式,为此可以使用解析解。作为应用实例,提出的三维有限元方法用于研究俯冲断层模型的板块行为,该模型模拟了日本东北部地区。由于该方法的通用性,所提出的三维有限元算法还可用于模拟与重力失稳及其在工程领域中重力坝及其基础之间的滑动破坏机制有关的许多非线性接触摩擦问题。 。

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