首页> 外文会议>Fourth International Conference on Advanced Computational Methods in Heat Transfer held in Udine, Italy, in July 1996 >Solving incompressible fluid flow problem by the dual rciprocity method wit new approximation functions
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Solving incompressible fluid flow problem by the dual rciprocity method wit new approximation functions

机译:用新的逼近函数通过对偶方法求解不可压缩流体流动问题

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In the paper the Dual Reciprocity BEM with the modified approximation functions is used to obtain velocity field whic can be then utilized when solving convection-diffusion equation. Velocity-pressure formulation (primitive variables) is conid-ered. Solution of the Nvier-Stokes equation for incompressible fluid is achieved iteratively. For a given pressure field, velocity distribution is calculated within the domain. In next step pressure field is updated in accordance to the differential equation derived from the continuity condition.
机译:在本文中,使用具有改进的近似函数的双互易边界元法获得速度场,然后可以在求解对流扩散方程时使用。考虑了速度压力公式(原始变量)。不可压缩流体的Nvier-Stokes方程的迭代求解。对于给定的压力场,在域内计算速度分布。在下一步中,根据从连续性条件得出的微分方程更新压力场。

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