1970
DOI: 10.1063/1.1692920
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Rotational Relaxation in Nonpolar Diatomic Gases

Abstract: The rotational-translational energy transfer in collisions between homonuclear diatomic molecules and the rotational relaxation time in diatomic gases have been investigated classically. Using Parker's model for the intermolecular potential, numerical solutions were obtained for the rotational-energy transfer in individual collisions. The method of solution for the collision trajectories has been combined with a Monte Carlo integration procedure to evaluate the transport properties for diatomic gases. The form… Show more

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Cited by 151 publications
(58 citation statements)
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“…While Parker's expression, (9), is derived involving a large number of simplifying assumptions the overall dependence on the temperature is in agreement with the more rigorous treatment of 27 . However, this expression does not involve any dependence on the different translational and rotational temperatures.…”
Section: Non-dimensional Rykov Modelmentioning
confidence: 71%
“…While Parker's expression, (9), is derived involving a large number of simplifying assumptions the overall dependence on the temperature is in agreement with the more rigorous treatment of 27 . However, this expression does not involve any dependence on the different translational and rotational temperatures.…”
Section: Non-dimensional Rykov Modelmentioning
confidence: 71%
“…and the value Z r may depend on the temperature [14]. Instead of the bulk viscosity term in the standard NS Eq.…”
Section: Non-equilibrium Rotational and Translational Temperature Modelmentioning
confidence: 98%
“…Lordi and Mates [35] have performed a rigorous numerical calculation of the rotational relaxation in diatomic molecules employing an intermolecular potential which is similar to that of Parker. Numerical solutions are obtained for the rotational energy transfer in individual collisions and Monte Carlo integration procedure for the evaluation of the transport property collision integrals which occur in the formal kinetic theory expressions of Wang, Chang, Uhlenbeck and Taxman.…”
Section: Z= Zrotmentioning
confidence: 99%