用解压力耦合方程的半隐式法计算流体流动
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THE CALCULATION OF FLOW USING SEMI-IMPLICIT METHOD FOR PRESSURE-LINKED EQUATIONS
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    摘要:

    本文简介了计算传热学及流体力学中具有十分活跃而广泛实用,并自成体系的帕坦卡——斯波尔丁法。对通用微分方程在各种情况下如何确定对应的因变量、扩散系数和源项进行了说明。并应用此法计算了流体力学中具有精确解的平面poiseuiue流、纯剪切流和couette流的流场,证明此法具有很高的精度。最后以换热器强化设备中的二维通道流为例,应用“SIMPLE”法编写了FORTRAN77计算机程序,在中型计算机SIEMENS 7570 C上进行了数值计算。

    Abstract:

    This paper briefly introduces Patankar-Spalding Method, which is systematical, active and widely applicable in numerical heat transfer and fluid flow. The corresponding dependent variables, diffusivities and source terms for the general differential equations under all circumstances are explained. By using this method the calculation of two-dimentional Poiseuiue Flow and Couette Flow compared with exact solutions are proved to be high precision. with two-dimentional path-flow in the heat convertor intersification devices as an example, the tilted method is used with FORTRAN 77 programming, and the calculation is done on a SIEMENS 7570c minicomputer.

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曾树坤.用解压力耦合方程的半隐式法计算流体流动[J].土木与环境工程学报(中英文),1988,10(4). Zeng Shukun. THE CALCULATION OF FLOW USING SEMI-IMPLICIT METHOD FOR PRESSURE-LINKED EQUATIONS[J]. JOURNAL OF CIVIL AND ENVIRONMENTAL ENGINEERING,1988,10(4).10.11835/j. issn.1674-4764.1988.04.005

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