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- W1972152085 abstract "The energy balance equation and component balance equations for continuous systems in stationary state are used to derive a certain function (the negative potential of the inner energy flux) of temperature, which includes the heat conductivity of the system, the partial pressures of the components, the diffusion coefficient, and thermal diffusion ratio for binary ideal gas mixtures, and the enthalpy and rate constant of the chemical reaction in the system. This function is shown to satisfy the Laplace equation, from the solution of which the temperature distribution in the system can be derived. From this, the following are calculated as functions of position: diffusion and thermal diffusion fluxes of the components, rate of dissociation (or recombination) of the reaction A2?2A, contribution of this reaction to the internal energy transport in the nonisothermal ideal gas mixture A1A2 and inert gas. A method is given for finding the steady state partial pressures in the nonisothermal system from equilibrium partial pressures of the isothermal system calculated for different temperatures. As an example, calculations are made for the system NO2–N2O4–N2 enclosed between two coaxial cylinders of different temperatures." @default.
- W1972152085 created "2016-06-24" @default.
- W1972152085 creator A5037519058 @default.
- W1972152085 date "1977-04-15" @default.
- W1972152085 modified "2023-09-26" @default.
- W1972152085 title "Study of the stationary state of nonisothermal ideal gas mixtures containing an inert and a dissociating–recombining constituent" @default.
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- W1972152085 doi "https://doi.org/10.1063/1.434404" @default.
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