A numerical model is developed to simulate the dynamics of the droplet-wall interaction and heat transfer mechanisms at sub-atmospheric to elevated ambient pressures, and for surface temperatures ranging from nucleate to film boiling. This is the first time a general model is developed to study these phenomena over a wide range of ambient pressures. The model provides insight to the optimal flow conditions, and droplet size distribution for best heat transfer enhancement. Simulations are provided for single stream droplet impactions, and for full conical sprays using nozzles that dispense a spectrum of non-uniform droplets. The model simulation was compared against available test data for single stream of droplets at non-atmospheric conditions, and the simulation compared favorably well with the test data.
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e-mail: rissa@mail.wtamu.edu
e-mail: sy0d@andrew.cmu.edu
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July 2005
Special Section On Cfd Methods
A Numerical Model for the Mist Dynamics and Heat Transfer at Various Ambient Pressures
Roy J. Issa,
Roy J. Issa
Assistant Professor
Department of Mathematics, Physical Sciences and Engineering, Mechanical Engineering Division,
e-mail: rissa@mail.wtamu.edu
West Texas A&M University
, Canyon, TX
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S. C. Yao
S. C. Yao
Professor
Department of Mechanical Engineering,
e-mail: sy0d@andrew.cmu.edu
Carnegie Mellon University
, Pittsburgh, PA
Search for other works by this author on:
Roy J. Issa
Assistant Professor
Department of Mathematics, Physical Sciences and Engineering, Mechanical Engineering Division,
West Texas A&M University
, Canyon, TXe-mail: rissa@mail.wtamu.edu
S. C. Yao
Professor
Department of Mechanical Engineering,
Carnegie Mellon University
, Pittsburgh, PAe-mail: sy0d@andrew.cmu.edu
J. Fluids Eng. Jul 2005, 127(4): 631-639 (9 pages)
Published Online: April 9, 2005
Article history
Received:
August 23, 2004
Revised:
April 9, 2005
Citation
Issa, R. J., and Yao, S. C. (April 9, 2005). "A Numerical Model for the Mist Dynamics and Heat Transfer at Various Ambient Pressures." ASME. J. Fluids Eng. July 2005; 127(4): 631–639. https://doi.org/10.1115/1.1976743
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