It is shown that diffusion due to concentration and temperature gradients in a mixture of two nonreacting homonuclear gases consisting of arbitrarily many species in chemical equilibrium may be described by one ordinary and one thermal diffusion coefficient. These coefficients replace the 1/2q(q−1) independent ordinary diffusion coefficients and the q−1 independent thermal diffusion coefficients required in previous treatments to describe diffusion in a q-species gas mixture. A sample calculation for a mixture of dissociating nitrogen and oxygen is presented.
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Anthony B. Murphy (1993) studied this question.
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