Abstract:
The analytic
solution of the BGK (Bhatnagar, Gross, Krook) models of the
Boltzmann kinetic equation in the problem on thermal heat slip of a
rarefied gas along a hard flat surface is constructed. As boundary
conditions on a wall the mirror-diffuse reflection model is used.
For different values of the coefficient of diffusely the speed of
thermal slip along the surface and distribution of the gas velocity
and the vector of heat flow in the Knudsen layer are obtained. The
comparison with similar results, published in the open press is
done.
Keywords:Boltzmann kinetic equation, model kinetic equations, exact
analytical decisions, models of boundary conditions.