The Journal of Chemical Physics · 1964 · 31 citations · 5 references
Natural SciencesPhysicsParticle PhysicsQuantum MechanicsThermodynamicsDissipative SystemsStatistical MechanicsBoltzmann EquationsCentral Force ProblemsFokker - Planck EquationFokker-planck EquationsFokker-planck TheoryVelocity DistributionVelocity Distribution Functions
The relaxation of a Lorentz gas (dilute light particle subsystem in a heavy particle heat bath) has been studied for a repulsive r—s central force law interaction between the light and heavy particles. The Fokker—Planck equation for the velocity distribution functions of the light particle subsystem has been solved numerically for s=5, 9, 13, 21, and ∞ for various initial conditions. The dependence of the rate of relaxation and of the form of the time-dependent velocity distribution function on the force law parameter s is discussed in light of the above results.
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The mathematical theory of non-uniform gases
Journal of the Franklin Institute · 1953 · 7.7K citations
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