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首页> 外文期刊>Numerical Heat Transfer, Part B. Fundamentals: An International Journal of Computation and Methodology >ON DERIVATION AND PHYSICAL INTERPRETATION OF LEVEL SET METHOD–BASED EQUATIONS FOR TWO-PHASE FLOW SIMULATIONS
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ON DERIVATION AND PHYSICAL INTERPRETATION OF LEVEL SET METHOD–BASED EQUATIONS FOR TWO-PHASE FLOW SIMULATIONS

机译:相流模拟的基于水平集方法的方程的推导和物理解释

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摘要

The level set (LS) method is one of the most popular and recent methods for two-phase flow simulation. However, its origin and governing equations rely heavily on mathematical sources. The present work attempts mass and volume conservation law-based derivation of the LS advection equation and the continuity equation, respectively, for two-phase flow with phase change. Physical interpretation of the Heaviside function and the Dirac delta function, used in the LS method, is done here in a novel way and the resulting expressions are used in the derivations. The diffused interface, used in the LS method, is shown to introduce negligible error on a sufficiently fine grid.
机译:水平集(LS)方法是两相流模拟中最受欢迎的方法之一。但是,其起源和控制方程式严重依赖于数学来源。目前的工作分别针对具有相变的两相流,尝试基于质量守恒律和体积守恒律推导LS平流方程和连续性方程。 LS方法中使用的Heaviside函数和Dirac delta函数的物理解释在此处以新颖的方式完成,并将所得表达式用于推导中。 LS方法中使用的扩散界面显示出,在足够精细的网格上引入的误差可忽略不计。

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