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Numerical Model of Wave Breaking by Lagrangian Particle Method with Sub-Particle-Scale Turbulence Model

机译:利拉朗安颗粒湍流模型采用拉格朗日粒子法的数值模型

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One of the key factors of computation of wave breaking is the improvement of water surface tracking. The Lagrangian particle method has the advantage in the description of complicated behavior of water surface including a splashing, over the Eulerian grid-base models. Another significant factor of wave breaking is a turbulence. To describe a turbulence, being in the same way as the SGS(=Sub-Grid-Scale) model of turbulence, such as the LES in Eulerian approaches, the SPS(=Sub-Particle-Scale) model is required in the particle method. The analysis of wave breaking by the particle method has just begun, hence there is no studies of numerical simulation by the particle method with the SPS-turbulence model. In this study, the SPS-turbulence model, which had been proposed by the authors, is applied to the wave breaking on the uniform slope.
机译:波浪断裂计算的关键因素之一是水面跟踪的改善。拉格朗日颗粒方法具有在欧拉网格基础型模型上的水表面的复杂行为的描述中的优点。波浪断裂的另一个重要因素是湍流。为了描述湍流,与SGS(=子网格级)的湍流模型相同,例如欧拉方法中的LES,粒子方法需要SPS(=子粒子级)模型。颗粒方法的波破碎分析刚刚开始,因此没有通过SPS-湍流模型的颗粒方法对数值模拟的研究。在该研究中,作者提出的SPS-湍流模型应用于均匀斜坡上的波浪中的波浪。

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