The Smoluchowski problem for molecular gases with variable frequency of collisions with regard to the accommodation of forward and rotary energy

The exact solution of the classical Smoluchowski problem about the temperature jump in molecular gases (two-atomic and poly-atomic) with frequency of collisions proportional to the module speeds of molecules is received. The gas occupied a half-space, when far from a wall the gradient of temperature is given. It is considered accommodation of energy forward and rotary movements of molecules.