首页> 外文会议>第16届亚太地区国际水利学大会暨第3届水工水力学国际研讨会(16th IAHR-APD Congress and 3rd Symoposium of IAHR-ISHS)论文集 >AUTO UP-WIND AND SKEW UP-WIND NUMERICAL SOLUTION OF 3D CONVECTION-DIFFUSION EQUATION UNDER HIGH REYNODS NUMBER
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AUTO UP-WIND AND SKEW UP-WIND NUMERICAL SOLUTION OF 3D CONVECTION-DIFFUSION EQUATION UNDER HIGH REYNODS NUMBER

机译:高晶格数下3D对流扩散方程的自动上旋和斜上旋数值解

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The convective item of 3D convection-diffusion equation is difficult to handle at high Reynolds number. Auto up-wind and skew up-wind are kept by adopting standard twenty-seven point's scheme. Meanwhile, the contribution of comer points is calculated. When u, v and w equal to 1, the irrational condition that one comer point gains absolute advantages is not formed. While u is not equal to v, the primary flow direction, velocity and weight coefficient can be obtained respectively in this paper. Weight coefficient is changed from 6 points and 18 points to 26 points. This paper computes the coefficients of 26 points of 3D example and compares this method with Finite Analytic method (FAM). It can be used on all kinds of occasions of fluid-flow.
机译:3D对流扩散方程的对流项目难以在高雷诺数处理。通过采用标准的二十七点的计划,保持自动上风和偏斜风。同时,计算参数点的贡献。当U,V和W等于1时,未形成一个分光点增益绝对优势的非理性条件。虽然U不等于V,但在本文中可以分别获得主要流动方向,速度和重量系数。重量系数从6分变为18点到26点。本文计算了3D示例的26个点的系数,并将这种方法与有限分析方法(FAM)进行了比较。它可以用于流体流动的各种情况。

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