KRAMERS PROBLEM IN QUANTUM BOSE - GASES WITH THE FREQUENCY OF COLLISIONS PROPORTIONAL TO THE MODULE OF VELOCITY OF MOLECULES
Abstract
the classical problem of the kinetic theory - Kramers problem about isothermal
slide for quantum бозе - gases is analytically solved. The modelling kinetic equation
with a collision integral in the form of-model and with the frequency of collisions proportional
to the molecular velocity is used. The analysis of dependence of velocity of
slide from quantity of the parametre representing the relation of chemical potential to
product by a Boltzmann constant on a Kelvin temperature is carried out.
slide for quantum бозе - gases is analytically solved. The modelling kinetic equation
with a collision integral in the form of-model and with the frequency of collisions proportional
to the molecular velocity is used. The analysis of dependence of velocity of
slide from quantity of the parametre representing the relation of chemical potential to
product by a Boltzmann constant on a Kelvin temperature is carried out.
References
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