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THE INVESTIGATION OF GHOST FLUID METHOD FOR SIMULATING THE COMPRESSIBLE TWO-MEDIUM FLOW

机译:模拟可压缩介质流动的Ghost流体方法研究

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In this paper, we investigate the conservation error of the two-dimensional compressible two-medium flow simulated by the front tracking method. As the improved versions of the original ghost fluid method, the modified ghost fluid method and the real ghost fluid method are selected to define the interface boundary conditions, respectively, to show different effects on the conservation error. A Riemann problem is constructed along the normal direction of the interface in the front tracking method, with the goal of obtaining an efficient procedure to track the explicit sharp interface precisely. The corresponding Riemann solutions are also used directly in these improved ghost fluid methods. Extensive numerical examples including the sod tube and the shock-bubble interaction are tested to calculate the conservation error. It is found that these two ghost fluid methods have distinctive performances for different initial conditions of the flow field, and the related conclusions are made to suggest the best choice for the combination.
机译:在本文中,我们研究了采用前跟踪方法模拟的二维可压缩两介质流的守恒误差。作为原始鬼流体方法的改进版本,分别选择了改进的鬼流体方法和实鬼流体方法来定义界面边界条件,以显示对守恒误差的不同影响。在前跟踪方法中,沿着界面的法线方向构造了黎曼问题,其目的是获得一种有效的程序来精确地跟踪显式的清晰界面。相应的Riemann解决方案也直接用于这些改进的幻影流体方法中。测试了包括草皮管和冲击气泡相互作用在内的大量数值示例,以计算守恒误差。发现这两种鬼流体方法在不同的流场初始条件下具有独特的性能,并得出相关结论,为组合的最佳选择提供了建议。

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