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Simulation of free surface flows with non-hydrostatic pressure distribution

机译:具有非静水压力分布的自由表面流的模拟

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In this work, a free surface flow simulator is developed in which Navier–Stokes equations using Marker and Cell (MAC) method in the framework of finite difference methodology have been solved. The free surface is tracked by the volume of fluid (VOF) method. The numerical code without free-surface is validated against the flow past a square cylinder. Three different free surface flows, i.e., dam break flow, two-dimensional cavity filling and undular bore, are studied to demonstrate the efficacy of the developed numerical model to simulate free surface flow. The numerical model used in the present work involves tracking of free surface of a single fluid in a two-fluid system. The parameters which can affect the interface orientation of the fluid is given as boundary condition at the interface. The inherent advantage of such numerical models is its ability to trackfree surface for high density and viscosity ratio fluids like air–water. The numerical model used in the present work is capable of solving such high density ratio two-fluid systems for which the effects due to surface tension are negligible. Results from all the problems are compared with earlier results available in literature.
机译:在这项工作中,开发了一种自由表面流模拟器,其中在有限差分方法框架内使用标记和单元(MAC)方法解决了Navier–Stokes方程。通过流体体积(VOF)方法跟踪自由表面。没有自由表面的数字代码通过流过方筒的流量进行验证。研究了三种不同的自由表面流,即溃坝流,二维空腔填充和波浪孔,以证明所开发的数值模型模拟自由表面流的有效性。本工作中使用的数值模型涉及在双流体系统中跟踪单个流体的自由表面。可以影响流体界面取向的参数作为界面的边界条件给出。这种数值模型的固有优势在于它能够跟踪高密度和高粘度比的流体(如空气-水)的自由表面。在本工作中使用的数值模型能够解决这种高密度比的双流体系统,对于这种系统,由于表面张力引起的影响可以忽略不计。将所有问题的结果与文献中较早的结果进行比较。

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