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瞬态两相流的矢通量分裂解

翁荣周

翁荣周. 瞬态两相流的矢通量分裂解[J]. 应用数学和力学, 1992, 13(11): 993-1000.
引用本文: 翁荣周. 瞬态两相流的矢通量分裂解[J]. 应用数学和力学, 1992, 13(11): 993-1000.
Weng Rong-zhou. The Solution for Two-Phase Flow by Split Flux Vector Method[J]. Applied Mathematics and Mechanics, 1992, 13(11): 993-1000.
Citation: Weng Rong-zhou. The Solution for Two-Phase Flow by Split Flux Vector Method[J]. Applied Mathematics and Mechanics, 1992, 13(11): 993-1000.

瞬态两相流的矢通量分裂解

The Solution for Two-Phase Flow by Split Flux Vector Method

  • 摘要: 本文用矢通量分裂法求解了瞬态两相流问题.首先导出了瞬态两相流控制方程的特征根,然后将矢通量分裂成二个子矢量,使每一个子矢量仅包含一种符号的特征值,再利用空间的一侧差分,得到差分方程并求解,最后将数值预测与实验结果进行了比较,其结果十分吻合.
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    [3] Gonzalez-Santal,J.M.and R.T.Lahey,Jr.,An exact solution for flow of transients in two-phase system by method of characteristics,J.Heat Transfer,95,470(1973).
    [4] Moretti,G.,The λ-scheme,Computers and Fluid.7(1979),191-205.
    [5] Chakravarthy,S.R.,D.A.Anderson,and M.SaNs,The splist-coefficient matrix method for hyperbolie stytems of gas dynamic equations,AIAA Paper 80 0268,Pasadena,California(1980).
    [6] Steger,J.L.,Coefficient matrices for implicit linite-difference solution of the inviscid fluid conservation law equation,Comput.Methods Appl.Mech.Eng.,13(1978),175-188.
    [7] Banerjee,E.and W.T.Hancox,On the development of methods for analysing transient flow-boiling,Int.J.Multiphase Flow.4(1978),437-460.
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    [9] Kim-choon,N.G.,Some aspects of transient two-phase flow,Ph.D.Thesis,University of Strathclyde,Glasgow.
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出版历程
  • 收稿日期:  1991-11-14
  • 刊出日期:  1992-11-15

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