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二维可压粘流N-S方程的边界元解法
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作者 张慧骝 杨岞生 《空气动力学学报》 CSCD 北大核心 1990年第2期152-160,共9页
本文给出了一种求解二维可压Navier-Stokes(简称N-S)方程的边界元法。使用线化技术把控制方程变成变系数的线性偏微分方程,其基本解由组合代数的方法构造,从而给出了N-S方程的积分表达式。本文计算了几例低R_e数的跨声速翼型绕流,结果... 本文给出了一种求解二维可压Navier-Stokes(简称N-S)方程的边界元法。使用线化技术把控制方程变成变系数的线性偏微分方程,其基本解由组合代数的方法构造,从而给出了N-S方程的积分表达式。本文计算了几例低R_e数的跨声速翼型绕流,结果表明边界元法可以应用到可压粘流中。 展开更多
关键词 可压粘流 边界元法 N-S方程 二维
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Multigrid fictitious boundary method for incompressible viscous flows around moving airfoils
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作者 WAN De-Cheng 《Journal of Marine Science and Application》 2007年第2期51-58,共8页
In this paper, an efficient multigrid fictitious boundary method (MFBM) coupled with the FEM solver package FEATFLOW was used for the detailed simulation of incompressible viscous flows around one or more moving NAC... In this paper, an efficient multigrid fictitious boundary method (MFBM) coupled with the FEM solver package FEATFLOW was used for the detailed simulation of incompressible viscous flows around one or more moving NACA0012 airfoils. The calculations were carded on a fixed multigrid finite element mesh on which fluid equations were satisfied everywhere, and the airfoils were allowed to move freely through the mesh. The MFBM was employed to treat interactions between the fluid and the airfoils The motion of the airfoils was modeled by Newton-Euler equations. Numerical results of experiments verify that this method provides an efficient way to simulate incompressible viscous flows around moving airfoils. 展开更多
关键词 AIRFOILS induced-motion fictitious boundary method FEM MULTIGRID
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