Applied Mathematics and Mechanics (English Edition) ›› 1990, Vol. 11 ›› Issue (6): 513-518.

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THE MIXING OF GAS-LIQUID FLOW WITH VAPOR AND GAS-SOLID FLOW

林多敏1, 蔡树棠2   

  1. 1. Shanghai Inst. of Appl. Math and Mech Shanghai Univ. of Tech., Shanghai;
    2. Dept. of Mod. Mech., Univ. of Sci. Tech. of China, Hefei; Shanghai Inst. of Appl. Math, and Mech., Shanghai
  • 收稿日期:1989-05-12 出版日期:1990-06-18 发布日期:1990-06-18

THE MIXING OF GAS-LIQUID FLOW WITH VAPOR AND GAS-SOLID FLOW

Lin Duo-min1, Tsai Shu-tang2   

  1. 1. Shanghai Inst. of Appl. Math and Mech Shanghai Univ. of Tech., Shanghai;
    2. Dept. of Mod. Mech., Univ. of Sci. Tech. of China, Hefei; Shanghai Inst. of Appl. Math, and Mech., Shanghai
  • Received:1989-05-12 Online:1990-06-18 Published:1990-06-18

摘要: In the industrial production, the mixing of gas-liquid flow with vapor and gas-solid flow is a very common problem. In the process of the mixing, solid particle-clusters will form, and will have steady radii when the effect of the gathering of particles is balanced withthat of the breaking of particle-clusters. Then, the population distribution function n(a,⊄,t) of size of particles per unit length per unit volume is introduced, and its governingequation is derived on the analogy of the molecular kinetic theory. Finally, when the gas flow is very slow, the expression of steady average radius of particle-clusters is obtained.

Abstract: In the industrial production, the mixing of gas-liquid flow with vapor and gas-solid flow is a very common problem. In the process of the mixing, solid particle-clusters will form, and will have steady radii when the effect of the gathering of particles is balanced withthat of the breaking of particle-clusters. Then, the population distribution function n(a,⊄,t) of size of particles per unit length per unit volume is introduced, and its governingequation is derived on the analogy of the molecular kinetic theory. Finally, when the gas flow is very slow, the expression of steady average radius of particle-clusters is obtained.

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