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Numerical Heat Transfer, Part A: Applications
An International Journal of Computation and Methodology
Volume 46, 2004 - Issue 1
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Original Articles

NUMERICAL STUDY OF HEAT AND MASS TRANSFER IN RISING INERT BUBBLES USING A CONJUGATE FLOW MODEL

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Pages 79-98 | Received 01 Jun 2003, Accepted 01 Jan 2004, Published online: 17 Aug 2010

References

  • Schmidt , J. , Nassar , R. and Lübbert , A. 1992 . Local Dispersion in the Liquid Phase of Gas–Liquid Reaction . Chem. Eng. Sci. , 47 ( 13/14 ) : 3363 – 3370 .
  • Fan , S. and Tsuchiya , K. 1990 . Bubble Wake Dynamics in Liquids and Liquid–Solid Suspensions , Boston/London/Sydney/Toronto/London/Wellington, , Singapore : Butterworth-Heinemann .
  • Cao , J. and Christensen , R. N. 2000 . Analysis of Moving Boundary Problem for Bubble Collapse in Binary Solutions . Numer. Heat Transfer A , vol. 38 : 681 – 699 .
  • Sato , T. , Jung , R. T. and Abe , S. 2000 . Direct Simulation of Droplet Flow with Mass Transfer at Interface . ASME J. Fluids Eng. , 122 : 510 – 517 .
  • Davidson , M. R. and Rudman , M. 2002 . Volume-of-Fluid Calculation of Heat or Mass Transfer across Deforming Interfaces in Two-Fluid Flow . Numer. Heat Transfer B , 41 : pp. 291 – 308 .
  • Lai , H. , Yan , Y. Y. and Gentle , C. R. 2003 . A Calculation Procedure for Conjugate Viscous Flows about and inside Single Bubbles . Numer. Heat Transfer B , 43 ( 3 ) : 241 – 265 .
  • Leer , B. Van. 1979 . Towards the Ultimate Conservative Difference Scheme. V. A Second-Order Sequel to Godunov's Method . J. Comput. Phys. , 32 : 101 – 136 .
  • Dandy , D. and Leal , L. G. 1989 . Buoyancy-Driven Motion of a Deformable Drop through a Quiescent Liquid at Intermediate Reynolds Numbers . J.Fluid Mech. , 208 : 161 – 192 .
  • Raymond , F. and Rosant , J. M. 2000 . A Numerical and Experimental Study of the Terminal Velocity and Shape of Bubbles in Viscous Liquids . Chem. Eng. Sci. , 55 : 943 – 955 .
  • Ryskin , G. and Leal , L. G. 1984 . Numerical Solution of Free-Boundary Problems in Fluid Mechanics. Part 1: The Finite-Difference Technique . J. Fluid Mech. , 148 : 1 – 17 .
  • Ryskin , G. and Leal , L. G. 1984 . Numerical Solution of Free-Boundary Problems in Fluid Mechanics. Part 2: Buoyancy-Driven Motion of a Gas Bubble through a Quiescent Liquid . J. Fluid Mech. , 148 : 19 – 35 .
  • Hartunian , R. A. and Sear , W. R. 1957 . On the Instability of Small Bubbles Moving Uniformly in Various Liquids . J. Fluid Mech. , 3 : 27 – 47 .
  • Rivkind , V. Y. and Ryskin , G. 1976 . Flow Structure in Motion of a Spherical Drop in a Fluid Medium at Intermediate Reynolds Numbers . Fluid Dynam. , vol. 11 : pp. 5 – 12 .
  • Juncu , G. 1999 . Study of Steady Viscous Flow past a Fluid Sphere . Int. J. Heat Fluid Flow , 20 : 414 – 421 .

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