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Three-dimensional Two Material Transportation Method Based on the Volume Fractions Interface Algorithm

机译:基于体积分数接口算法的三维两种物料运输方法

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In order to solve the problem of three-dimensional two medium transportation problems of fluid dynamics,the transportation principles of a metal ball moving in constant velocity fields were given.The space district was dispersed into some cuboid Euler cells in the directions of three coordinate axes,along which mediums were transported by turns.The continuous boundary condition was adopted to simulate infinite boundary.The interface reconstruction method in the mixture cells was the volume fractions method.The numerical simulation result indicates that the shape and size of the medium cuboid can keep unchanged basically during the medium transportation.The overspeed transportation problem of the volume fractions method in the course of transportation is pointed out.The research may provide certain reference and guidance for solving the multi-material fluid dynamics problems.
机译:为了解决流体动力学的三维二维介质传输问题,给出了金属球在恒速场中运动的传输原理。空间区域在三个坐标轴方向上分散成一些长方体的欧拉单元采用连续边界条件来模拟无限边界。混合单元中的界面重构方法是体积分数法。数值模拟结果表明,长方体的形状和大小可以保持不变。指出了体积分数法在运输过程中的超速运输问题。该研究可为解决多材料流体动力学问题提供一定的参考和指导。

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