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Applications of Wave Generation inside Solution Domain of Simulations Based on Navier-Stokes Equations

机译:基于Navier-Stokes方程的仿真解决方案域内的波动应用

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When simulating free surface flows with the Navier-Stokes equations the standard procedure to create free surface waves is to prescribe the corresponding values for velocities and pressures at the inlet boundaries [2]. Alternatively, waves can be generated as in experiments, e.g. by imposing a flap-like movement on one or more boundaries of the solution domain. However, such wave generation mechanisms produce reflections when the wave generating boundary is hit by waves coming towards it. To avoid reflections from the solution domain boundaries the most common and effective approach is a combination of coarsening the grid towards the corresponding boundary and applying a damping zone in the vicinity of the boundary, where - similar to a porous medium - the vertical fluid velocity component is damped by adding a source term into the corresponding equations for momentum conservation [1]. This approach is not applicable to wave creating boundaries since the created waves would experience damping as well.
机译:当使用Navier-Stokes方程模拟自由表面流动时,创建自由表面波的标准过程是在入口边界处规定对应的速度和压力的相应值[2]。或者,可以在实验中产生波,例如,通过在溶液结构域的一个或多个边界上施加皮瓣运动。然而,这种波浪生成机制在通过向其朝向它的波击中波产生边界时产生反射。为了避免解决方案域边界的反射,最常见的有效方法是将网格朝向相应的边界赋予相应边界的组合,并在边界附近施加阻尼区域 - 类似于多孔介质 - 垂直流体速度分量通过将源术语添加到动量节约的相应方程中来阻尼[1]。这种方法不适用于波创造边界,因为创建的波也会经历阻尼。

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