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粉尘气体中激波绕射的数值研究*

吴清松 朱红 徐燕侯 王柏懿

吴清松, 朱红, 徐燕侯, 王柏懿. 粉尘气体中激波绕射的数值研究*[J]. 应用数学和力学, 1995, 16(1): 73-79.
引用本文: 吴清松, 朱红, 徐燕侯, 王柏懿. 粉尘气体中激波绕射的数值研究*[J]. 应用数学和力学, 1995, 16(1): 73-79.
Wu Qing-son, Zhu Hong, Xu Yan-hou, Wang Bo-yi. Numerlcal Study of Shock Diffraction in Dusty Gases[J]. Applied Mathematics and Mechanics, 1995, 16(1): 73-79.
Citation: Wu Qing-son, Zhu Hong, Xu Yan-hou, Wang Bo-yi. Numerlcal Study of Shock Diffraction in Dusty Gases[J]. Applied Mathematics and Mechanics, 1995, 16(1): 73-79.

粉尘气体中激波绕射的数值研究*

基金项目: *国家自然科学基金

Numerlcal Study of Shock Diffraction in Dusty Gases

  • 摘要: 本文针对稀相气固两相体系,选取双流体耦合模型,综合运用算子分裂技术和高精度高分辨率数值方法,研究了激波在粉尘气体中沿90°拐角的绕射特性,揭示了固相颗粒及其物性改变对激波绕射特征和波后流场结构的影响.
  • [1] Hillier,R,Computation of shuck wave diffraction at a ninety degree corvex edge,Shock Waves,1(1991)89.
    [2] Bazarov,S.B.et al.,Study of shuck wave diffraction in gases at sharp and curved corners,Proc.18th Symp.on Shock Waves,(1991)1155.
    [3] Yang,J.Y.et al.,Computation of shock diffraction in external and internal flows,Proc.18th Symp.on Shock Waves,(1991),1063.
    [4] Igra,O.and G.Ben-Dur,Dusty shock wave,Appl.Meth.Rev.,41(1988),379.
    [5] Yanenko.N.N..The Method of Fractional Steps,Springer-Verlag,(1971).
    [6] Sod,G.A.,A numerical study of a converging cylindrical shock,J.Fluid Mech.,83(1977),785.
    [7] Ben-Artzi,M.and J.Falcovitz,A second-order Godunov-type scheme for compressible fluid dynamics,J.Comp,Phys.,55(1984),1.
    [8] MacCormack,R.W,The Effectof Viscosity in Hypervelocity Impact Cratering,AIAA Paper 69-354(1969).
    [9] 吴清松等,采用高解GRP格式数值模拟激波的绕射,第七届全计算汽体力学学术会议论文集,温州(1994,4).
    [10] Strung,G.,On the construction and comparison of finite difference schemes,SIAM J.Numer,Anal.,5(1968).506.
    [11] Skews,B.W,The perturbed region behind a diffraction shock wave.J.Fluid Mech.,29(1967),705.
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出版历程
  • 收稿日期:  1994-05-13
  • 刊出日期:  1995-01-15

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