Abstract: | We consider equilibrium flow of a multicomponent ionized gas between two catalytic plates of infinite length, one of which moves parallel to the other with constant velocity. The results of 1] are generalized for ionized gaseous mixtures which are in local thermodynamic equilibrium. Formulas are presented for calculating the thermal flux and the effective thermal conductivity for ambipolar diffusion.Then a special ionization case is discussed.Notation Ai
chemical symbol of the i-th component
- Wi
projection of the molar diffusive flux vector of the i-th component on the y-axis
- xi
molar concentration
- Hi
enthalpy
- mi
molecular weight
- Qs
heat of the s-th reaction
- Kps(T)
equilibrium constant of the s-th reaction
- Wi
mass formation rate of the i-th component per unit volume
- Zi
charge number
- e
unit charge (electron charge)
- E
electric field intensity
-
distance between the plates
- N
number of components
-
v
sl
stoichiometric coefficients
-
density
- T
temperature
- p
pressure
- u
projection of average velocity on y-axis
-
viscosity
-
thermal conductivity
- Dij
binary diffusion coefficient
- R
universal gas constant
- k
Boltzmann constant
In conclusion, the author wishes to thank G. A. Tirskii for proposing the study and for suggestions made in the course of the investigation. |