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- W1992685910 abstract "A droplet of pure bipropellant fuel is taken to undergo quasi-steady evaporation and then homogeneous oxidation under a direct one-step, irreversible, exothermic chemical reaction in equilibrium. The analysis is limited to Lewis number and Prandtl number unity. A description of the wake-type thin-flame shape owing to free convection, with or without forced convection, is sought. It is convenient to take the droplet as a point source of fuel and a point sink of heat, and to adopt a modified form of the Boussinesq approximation. When forced convection is added to free convection, the flame is found to be constricted radially and shortened axially, as long as diffusion-flame burning is maintained. Attention is then turned to possibilities of modifying the analysis to account for the finite size of the droplet. It is suggested that inner-and-outer asymptotic expansions may be appropriate for the low Grashof number flow induced about a sphere by natural convection, just as such expansions sufficed for the analogous problem of low Reynolds number forced-convection flow about a sphere with or without mass transfer. A previous unsuccessful attempt at applying such matched asymptotic expansions to low Grashof number flows past finite bodies is reviewed." @default.
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- W1992685910 date "1967-11-01" @default.
- W1992685910 modified "2023-09-26" @default.
- W1992685910 title "Diffusion-flame shape in the wake of a falling droplet." @default.
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- W1992685910 doi "https://doi.org/10.2514/3.4350" @default.
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