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Kinetic analysis of polyhedral block system using an improved potential-based penalty function approach for explicit discontinuous deformation analysis

机译:使用改进的基于势能的罚函数法对多面体系统进行动力学分析,以进行显式不连续变形分析

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摘要

The complexity of polyhedral block systems (e.g., small blocks, flat blocks with small angles, edges, or faces) poses challenges in the kinetic analysis of rock block systems. This paper proposed an improved potential-based penalty function approach within an explicit three-dimensional (3D) discontinuous deformation analysis (DDA) framework for efficient and robust kinetic analysis of rock block systems. An explicit formulation of 3D DDA based on velocity verlet algorithm is first derived. A novel definition of potential function is then proposed with details of the key algorithms for overlap judgment of convex polyhedron, construction of intersection polyhedron and numerical integral for computation of contact force. The improved potential-based penalty function method is robust and efficient for complex convex polyhedral shapes. Several benchmark and application examples verify the feasibility, accuracy and robustness of the proposed methods in solving contact of polyhedral block systems.
机译:多面体砌块系统(例如,小砌块,具有小角度,边缘或平面的扁平砌块)的复杂性在岩石砌块系统的动力学分析中提出了挑战。本文提出了一种改进的基于势能的罚函数方法,该方法在显式三维(3D)不连续变形分析(DDA)框架内进行,以实现对岩石砌块系统的高效而稳健的动力学分析。首先推导了基于速度Verlet算法的3D DDA的明确公式。然后提出了势函数的新定义,并详细说明了凸多面体的重叠判断,相交多面体的构造以及计算接触力的数值积分的关键算法。改进的基于势的罚函数方法对于复杂的凸多面体形状是鲁棒且有效的。几个基准和应用实例验证了所提出的方法在解决多面体模块系统接触方面的可行性,准确性和鲁棒性。

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