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Implementation of clear algorithm on collocated grid system and application examples

机译:清晰算法在并置网格系统中的实现及应用实例

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Implementation of the CLEAR algorithm on a collocated grid system is conducted. Detailed discussion of the previous momentum interoperation method (MIM) is given to analyze the condition to get a unique converged solution that is independent of relaxation factor for steady flow. Six numerical examples on nonstaggered grids of forced-convective fluid flow and natural convection are provided to compare the convergence performance between CLEAR and SIMPLER. The domain extension method, widely used on staggered grids to deal with mildly irregular domains, is further refined to meet the requirement of collocated grids. It is shown that on a collocated grid the CLEAR algorithm can also greatly enhance the convergence rate, based on iteration number and CPU time consumed, compared with the SIMPLER algorithm with similar robustness.
机译:进行了CLEAR算法在并置网格系统上的实现。详细讨论了先前的动量互操作方法(MIM),以分析条件以获得唯一的收敛解,该解与稳定流的松弛因子无关。给出了关于强制对流流体流动和自然对流的非交错网格的六个数值示例,以比较CLEAR和SIMPLER之间的收敛性能。广泛应用于交错网格以处理轻度不规则域的域扩展方法,进一步得到了改进,以满足并置网格的要求。结果表明,与具有类似鲁棒性的SIMPLER算法相比,基于迭代次数和CPU时间,在并置网格上,CLEAR算法还可以大大提高收敛速度。

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