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Darcy-Stokes Equations with Finite Difference and Natural Boundary Element Coupling Method

机译:具有有限差分和自然边界元耦合方法的Darcy-Stokes方程

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Numerical method is applied to investigate the Darcy-Stokes equations, which is governing the steady incompressible Stokes flow past a circular cavity in a porous medium. The free fluid flow is modeled by the incompressible Stokes equations, and the flow in the porous medium is imposed by Darcy equations. Based on domain decomposition method with D-N alternating iteration algorithm, the coupling method of finite difference method and natural boundary element method is studied for the coupling Darcy-Stokes equations under a certain pressure difference. The numerical results indicate that the finite difference and natural boundary element coupling method is efficient and convenient for the Darcy-Stokes problem of the steady-state parallel flow with a void space.
机译:应用数值方法研究Darcy-Stokes方程,该方程控制着稳定的不可压缩的Stokes流过多孔介质中的圆形空腔。自由流体流动由不可压缩的斯托克斯方程建模,而多孔介质中的流动由达西方程施加。基于D-N交替迭代算法的区域分解方法,研究了在一定压力差下耦合达西-斯托克斯方程组的有限差分法和自然边界元耦合方法。数值结果表明,有限差分法和自然边界元耦合方法对于具有空隙空间的稳态平行流的达西-斯托克斯问题是有效且方便的。

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