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剪切壁流有旁支管道及一小球时的流动计算

陈耀松 马新民 梁国平 戴民

陈耀松, 马新民, 梁国平, 戴民. 剪切壁流有旁支管道及一小球时的流动计算[J]. 应用数学和力学, 1996, 17(1): 23-27.
引用本文: 陈耀松, 马新民, 梁国平, 戴民. 剪切壁流有旁支管道及一小球时的流动计算[J]. 应用数学和力学, 1996, 17(1): 23-27.
Chen Yaosong, Ma Xinmin, Liang Guoping, Dai Min. Shearing Flow near a Bypass with a Ball in it[J]. Applied Mathematics and Mechanics, 1996, 17(1): 23-27.
Citation: Chen Yaosong, Ma Xinmin, Liang Guoping, Dai Min. Shearing Flow near a Bypass with a Ball in it[J]. Applied Mathematics and Mechanics, 1996, 17(1): 23-27.

剪切壁流有旁支管道及一小球时的流动计算

Shearing Flow near a Bypass with a Ball in it

  • 摘要: 本文研究了旁支管道附近的剪切流场变化;计算时考虑到小球的存在。本文采用了《有限元程序自动生成系统》,整个计算所用工作量极少。
  • [1] O. R. Tutty, Flow in a tube with a small side branch, J. of Fluid Mech.,191(1988), 79-109.
    [2] Y. C. Fung, et al,Biomechanics, Prentice-Hill(1972).
    [3] Z. Dagan, et al., A finite series solution for the creeping motion through an orifice of finite length, J. of Fluid Mech., 115(1982), 505-523.
    [4] Y. S. Chen, et al., The Stokes flow in an orifice with a particle at its axis, Chinese J. of Comp. Phys., 5, 1(1988), 9-15.
    [5] W. Y. Wu, et al., Shear flow over a wall with suction and its application to particle screening, J. of Fluid Mech., 243(1992), 489-518.
    [6] G. P. Liang, Finite element program generator and finite element language, Advance in Mechanics, 20, 2(1990), 199-204.
    [7] D. M. Zhang, et al., Similar element method in fluid mechanics, Scienria Sinica, Ser.A,,(1986),719-725.
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出版历程
  • 收稿日期:  1994-05-23
  • 刊出日期:  1996-01-15

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