Abstract
The effect of the temperature accommodation coefficient α T on the relations at the Knudsen layer edge is investigated for strong evaporation using the moment method. An explicit expression for the dimensionless density as a function of the temperature and the Mach number M is obtained for 0 < α T < 1. For α T = 0 the entire solution is obtained in explicit form. It is shown that for α = 0 and a condensation coefficient γ << 1 the temperature outside the Knudsen layer changes sharply as M varies from 0 to a certain value much less than unity after which the temperature ceases to depend on γ. For the model of specular reflection of the molecules from the surface the density and the temperature outside the Knudsen layer are found in explicit form as functions of the Mach number.
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