Title page for ETD etd-05042006-164524


Type of Document Dissertation
Author Lei, Peng
URN etd-05042006-164524
Title The Cauchy problem for the Diffusive-Vlasov-Enskog equations
Degree PhD
Department Mathematics
Advisory Committee
Advisor Name Title
No Advisors Found
Keywords
  • Reaction-diffusion equationsIn order to better des
  • Cauchy problem Numerical solutions
  • a smooth attractive tail arising from a COUlOIllb-
  • along with a velocity diffusion. By choosing the d
Date of Defense 1993-04-05
Availability restricted
Abstract

In order to better describe dense gases, a smooth attractive tail arising from a Coulomb-type potential is added to the hard core repulsion of the Enskog equation, along with a velocity diffusion. By choosing the diffusing term of Fokker-Planck type with or without dynamical friction forces. The Cauchy problem for the Diffusive-Vlasov-Poisson-Enskog equation (DVE) and the Cauchy problem for the Fokker-Planck-Vlasov-Poisson-Enskog equation (FPVE) are addressed.

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