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首页> 外文期刊>Numerical Heat Transfer, Part B. Fundamentals: An International Journal of Computation and Methodology >A compact momentum interpolation procedure for unsteady flows and relaxation
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A compact momentum interpolation procedure for unsteady flows and relaxation

机译:紧凑的动量插值程序,用于非恒定流动和松弛

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摘要

An improved version of the momentum interpolation approach for calculating velocities at the cell faces in nonstaggered grids is proposed. The procedure is developed for unsteady flows and takes into account the inclusion of relaxation. Regarding the integration in time, the firstorder Euler and the secondorder Euler and AdamsMoulton schemes are analyzed. The proposed procedure results in a compact, easytoimplement expression which is shown to provide the desirable performance: Spurious oscillations of pressure are avoided; converged, steady solutions are independent from relaxation coefficient and timestep size; and the accuracy of the discretization is not negatively affected.
机译:提出了一种改进的动量插值方法,用于计算非交错网格中单元面的速度。该程序是针对不稳定流量而开发的,并考虑到了松弛问题。关于时间的积分,分析了一阶欧拉,二阶欧拉和亚当斯莫尔顿方案。拟议的程序产生了一个紧凑,易于实现的表达式,该表达式可提供所需的性能:避免了压力的虚假波动;收敛的稳定解与松弛系数和时间步长无关;离散化的准确性不会受到负面影响。

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