Analytical solution of problem about moderately strong evaporation (condensation) for one-dimensional kinetic equation

Abstract

For one-dimensional linear kinetic equations analytical solutions of problems about moderately strong evaporation (condensation), when frequency of collisions of molecules is constant, are received . The equation and distribution function are linearize concerning the absolute Maxwellian, given far from a wall. Quantities of of temperature and concentration jumps are found. Distributions of concentration, mass velocity and temperature are constructed.

30 pages, 8 figures

References in corpus (4)

• The kinetic one-dimensional equation with frequency of collisions, affine depending on the module molecular velocity
• Boundary problems for the one-dimensional kinetic equation with frequency of collisions, affine depending on the module velocity
• Boundary problems for one-dimensional kinetic equation with constant collision frequency
• Boundary problems for the one-dimensional kinetic equation with the collisional frequence proportional to the module velocity of molecules