Simplified multicomponent phase transition model
A.J. Suo-Anttila
- 01 Jan 1979
TL;DR: In this paper, a method for generating approximate solutions to N-component phase transition problems is presented, where the equivalent Couette flow boundary layer equations are utilized to relate the mass and energy fluxes to the overall driving forces.
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Abstract: A method is presented that will allow one to generate approximate solutions to N- component phase transition problems. There are N-1 species equations and one energy equation, coupled at the phase transition interface by a thermodynamic relationship. The equivalent Couette flow boundary layer equations are utilized to relate the mass and energy fluxes to the overall driving forces. Various simplifying assumptions are made; however, the method is sufficiently general that no simplifying assumptions need be made. A completely rigorous treatment would only introduce additional nonlinearity into the system, rather than change the method.
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References
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