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计算三维粘性/无粘性干扰流动的准联立分区算法 被引量:1

A DOMAIN DECOMPOSED QUASI SIMULTANEOUS METHOD FOR COMPUTING THREE DIMENSIONAL VISCOUS/INVISCID INTERACTIVE FLOWS
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摘要 应用摄动理论导出了粘性/无粘性流动的匹配条件,与边界层方程联立形成能计及粘性/无粘性干扰效应的模型方程。同时引用等效吮吸理论对该模型方程与全位势方程进行交替迭代求解,建立了计算高雷诺数流动的一种快速收敛的粘性/无粘性分区算法。计算结果表明该算法适用于包括小尺度分离的流动;与传统的半逆解法相比。 A matching relation on viscous/inviscid interactive flows is deduced,based on the perturbation theory,and coupled with boundary layer equations to form an interactive mode for the equations.A domain decomposition technique can then be constructed,utilizing the transpiration theory,by imposing an iterative proceduce through alternatively solving the interactive mode and the full potential equation.The method has proved to be effective for computing high Reynolds numbers flows with subsonic and transonic free stream Mach numbers.The numerical results presented in this paper demonstrate significant improvement of computational efficiency in comparison with the traditional semi inverse procedure.
作者 金生 李椿萱
出处 《航空学报》 EI CAS CSCD 北大核心 1996年第6期663-670,共8页 Acta Aeronautica et Astronautica Sinica
关键词 飞行器 粘性流 无粘流 干扰 高雷诺数 气动性能 viscous flow inviscid flow interference matching high Reynolds number
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参考文献2

  • 1李椿萱,航空学报,1991年,12卷,A321页
  • 2Lee C H,1978年

同被引文献3

  • 1Chima R V. Inviscid and viscous flows in cascades with an explicit multiple-grid algorithm[J]. AIAA J, 1985, 23:1556-1563.
  • 2Xu Chuanju. An efficient method for the Navier-Stokes/Euler coupled equations via a collocation approximation[J]. SIAM J Numer Anal, 2000,38:1217 - 1242.
  • 3Dong Haitao, Zhang Lidong, Li Chunxuan. High order discontinuity decomposition entropy condition schemes for Euler equations [ J ].Computational Fluid Dynamics Journal, 2002,10(4) :448- 457.

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