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VLFF

Integration of Vlasov equation by a fast Fourier Eulerian code. A program coupling the Vlasov-Poisson system in one dimension is presented. The method is based on time splitting, exact solution of the resulting equations and shift in phase space by FFT.

Keywords for this software

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  • Vlasov equation
  • hybrid multiscale simulation
  • drift kinetic equation
  • magnetic field reconnection
  • filtering method
  • two stream instability
  • collisionless shock wave structures
  • laboratory plasmas
  • smoothed distribution function
  • phase space filamentation
  • computational loops
  • particle dynamics
  • shift in phase space
  • astrophysical plasmas
  • splitting schemes
  • symplectic integrator
  • wave generation
  • field-weighting techniques
  • electron pressure equation
  • non-stationary Vlasov-Poisson system
  • distribution function
  • gyrokinetic equation
  • Maxwell’s equations
  • Cauchy problem
  • Fourier transform
  • transition layers
  • time splitting
  • stability
  • BGK equilibrium
  • time integration

  • URL: www.cpc.cs.qub.ac.uk/s...
  • InternetArchive
  • Authors: Izrar, B.; Ghizzo, A.; Bertrand, P.; Fijalkow, E.; Feix, M.R.

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References in zbMATH (referenced in 4 articles , 1 standard article )

Showing results 1 to 4 of 4.
y Sorted by year (citations)

  1. Watanabe, T.-H.; Sugama, H.: Vlasov and drift kinetic simulation methods based on the symplectic integrator (2005)
  2. Lipatov, A. S.: The hybrid multiscale simulation technology. An introduction with application to astrophysical and laboratory plasmas (2002)
  3. Figua, H.; Bouchut, F.; Feix, M. R.; Fijalkow, E.: Instability of the filtering method for Vlasov’s equation (2000)
  4. Izrar, B.; Ghizzo, A.; Bertrand, P.; Fijalkow, E.; Feix, M. R.: Integration of Vlasov equation by a fast Fourier Eulerian code (1989)

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      • 76 Fluid mechanics
      • 78 Optics, electromagnetic...
      • 82 Statistical mechanics,...

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