首页> 外文期刊>Numerical Heat Transfer, Part B. Fundamentals: An International Journal of Computation and Methodology >An efficient segregated algorithm for incompressible fluid flow and heat transfer problems - IDEAL (Inner Doubly Iterative Efficient Algorithm for Linked Equations) part II: Application examples
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An efficient segregated algorithm for incompressible fluid flow and heat transfer problems - IDEAL (Inner Doubly Iterative Efficient Algorithm for Linked Equations) part II: Application examples

机译:解决不可压缩流体流动和传热问题的有效分离算法-IDEAL(链接方程的内双迭代有效算法)第二部分:应用示例

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摘要

In this article, comprehensive comparisons are made between the SIMPLER and IDEAL algorithms for four application examples. It is found that the IDEAL algorithm is efficient and stable not only for the simple, low-Re/Ra or coarse-mesh flow cases, but also for the complex, high-Re/Ra or fine-mesh flow cases. For the low-Re/Ra, coarse-mesh flow cases, the ratio of CPU time of IDEAL to that of SIMPLER ranges from 0.029 to 0.7. For the high-Re/Ra, fine-mesh flow cases, the IDEAL algorithm can obtain convergent results but the SIMPLER algorithm cannot, even though the underrelaxation factors are adjusted.
机译:在本文中,针对四个应用示例对SIMPLER和IDEAL算法进行了全面的比较。结果发现,IDEAL算法不仅对于简单的低Re / Ra或粗网格流动情况有效,而且稳定,而且对于复杂的高Re / Ra或细网格流动情况也有效且稳定。对于低Re / Ra,粗网格流情况,IDEAL的CPU时间与SIMPLER的CPU时间之比为0.029至0.7。对于高Re / Ra,细网格流动情况,即使调整了松弛系数较低,IDEAL算法也能获得收敛结果,而SIMPLER算法却不能。

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