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Step-by-step improvement of MPS method in simulating violent free-surface motions and impact-loads

机译:MPS方法在模拟剧烈的自由表面运动和冲击载荷中的逐步改进

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The violent free-surface motions and the corresponding impact loads are numerically simulated by using the Moving Particle Semi-implicit (MPS) method, which was originally proposed by Koshizuka and Oka [10] for incompressible flows. In the original MPS method, there were several defects including non-optimal source term, gradient and collision models, and search of free-surface particles, which led to less-accurate fluid motions and non-physical pressure fluctuations. In the present study, how those defects can be remedied is illustrated by step-by-step improvements in the respective processes of the revised MPS method. For illustration, two examples are studied: (i) dam breaking problem and (ii) liquid sloshing inside a rectangular tank. The improvement of each step is explained and numerically demonstrated. The numerical results are also compared against the experimental results of Martin and Moyce [12] for dam-breaking problem and Kishev et al. [9] for sloshing problem. The numerical results for violent free-surface motions and impact pressures are in good agreement with their experimental data.
机译:剧烈的自由表面运动和相应的冲击载荷使用运动粒子半隐式(MPS)方法进行了数值模拟,该方法最初由Koshizuka和Oka [10]提出用于不可压缩的流动。在最初的MPS方法中,存在一些缺陷,包括非最佳源项,梯度和碰撞模型以及对自由表面粒子的搜索,这些缺陷导致流体运动的精度降低和非物理压力波动。在本研究中,如何通过改进MPS方法的各个过程中的逐步改进来说明如何纠正这些缺陷。为了说明,研究了两个示例:(i)溃坝问题和(ii)矩形水箱内的液体晃动。对每个步骤的改进进行了解释并通过数值进行了说明。数值结果也与Martin和Moyce [12]的水坝破坏问题以及Kishev等人的实验结果进行了比较。 [9]晃动问题。剧烈的自由表面运动和冲击压力的数值结果与它们的实验数据非常吻合。

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