dA parametrical study of the electron energy distribution function and
electron mobility in a sodium-inert gas mixture is carried out. The c
onditions are considered under which, due to the interaction between e
lectrons and excited sodium atoms via collisions of the second kind, t
he average electron energy exceeds the temperature of the neutral gas.
In order to find the electron energy distribution function, the kinet
ic Boltzmann equation is solved numerically. The electron mobility in
Na-He mixtures is shown to be close to that for the Maxwellian electro
n energy distribution function with the temperature determined from th
e energy balance. It is shown that, in Na-Ar mixtures, the dependence
of the mobility on the composition of the mixture, the degree of ioniz
ation, and the population of the resonantly excited states of Na atoms
is fairly complicated when the electron energy distribution function
is nonequilibrium. The nonmonotonic dependence of the mobility on the
above parameters is related to the Ramsauer minimum in the cross secti
on for elastic collisions with Ar atoms. An anomalously low conductivi
ty of the photoplasma in the Na-Ar mixture, which was previously obser
ved experimentally, is explained by the nonequilibrium character of th
e electron energy distribution function.