The decaying aspect of the conductance of an arc after a current zero for SF
6, N
2, O
2, air, c-C
4F
8, CO
2, H
2, He and Ar was studied on the basis of thermodynamic and transport properties of high temperature gases: a mass density ρ, an enthalpy
h, an enthalpy
h300 at 300 K, a specific heat C
P, and a thermal conductivity κ and an electrical conductivity σ. Theoretical calculation revealed two principal phenomena as follows:(1) for the case in presence of gas flow, the conductances for SF
6, c-C
4 F
8, O
2, CO
2, H
2, He and Ar decay rapidly just around a current zero and (2) the conductances for H
2 and He in no axial gas-flow decrease in an almost similar aspect to that for the case in presence of the gas flow. To explain the phenomenon (2), a thermal diffusivity α expressed as α = κ /(ρ C
P) was calculated. The H
2 and He proved to have very much higher α than the others. This higher α of the H
2 and He was found to result in the more rapid reduction in the conductance through a thermal conduction mechanism. To interpret the phenomenon (1), β expressed as β =(
h-
h300)/(ρC
P) was calculated. The SF
6, c-C
4 F
8, O
2, CO
2 and Ar were found to have higher β than N
2 and air. This higher β of SF
6, c-C
4F
8, O
2, CO
2 and Ar proved to cause the more rapid diminution in the conductance through convection mechanism.
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