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01.A Practical Guide to Kinetic Monte Carlo Simulations and Classical Molecular Dynamics Simulations: An Example Book
02.Global Analysis on Open Manifolds
03.Mathematical Physics Research Developments
04.Statistical Mechanics and Random Walks: Principles, Processes and Applications
05.Focus on Mathematical Physics Research
06.Volterra Functions
07.Functional Equations, Difference Inequalities and Ulam Stability Notions (F.U.N.)
08.Mathematical Physics Frontiers
09.Scalar Strong Interaction Hadron Theory
10.Computational Mathematics: Theory, Methods and Applications
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Eulerian Codes for the Numerical Solution of the Kinetic Equations of Plasmas
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Editors: Magdi Shoucri (Institut de Recherche Hydro-Québec (IREQ), Varennes, Canada)
Book Description:
During the last few decades, there have been important developments in the application of Eulerian codes for the numerical solution of the kinetic equations of plasmas. Of special interest are the Eulerian codes based on the method of characteristics, because they have a low noise level and because they allow an accurate study of the phase-space dynamics, especially in the low density region of the phase-space. This new book reviews recent developments of the application of Eulerian codes to the kinetic equations of plasmas.

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Table of Contents:
Editor’s Foreword


Chapter 1. Splitting Methods for the Vlasov-Maxwell Equations in Plasma Simulations, pp. 1-21
(C.Z. Cheng)

Chapter 2. A Vlasov Approach to Collisionless Space and Laboratory Plasmas, pp. 23-63
(F. Califano and A. Mangeney)

Chapter 3. Eulerian Conservative Advection Schemes for Vlasov Solvers, pp. 65-88
(T.D. Arber, N.J. Sircombe and R.G.L. Vann)

Chapter 4. Eulerian-Lagrangian Kinetic Simulations of Laser-Plasma Interactions, pp. 89-122
(D.J. Strozzi, A.B. Langdon, E.A. Williams , A. Bers and S. Brunner)

Chapter 5. Gyrokinetic Vlasov Simulations for Turbulent Transport in Magnetized Plasmas, pp. 123-165
(T.-H. Watanabe and H. Sugama)

Chapter 6. Numerical Solution of the Relativistic Vlasov-Maxwell Equations for the Study of the Interaction of a High Intensity Laser Beam Normally Incident on an Overdense Plasma, pp. 163-236
(M. Shoucri)

Chapter 7. Semi-Analytical Adaptive Vlasov-Fokker-Planck-Boltzman Methods, pp. 237-315
(O. Batishchev)

Chapter 8. The Bump-on-Tail Instability, pp. 317-358
(M. Shoucri)


      Physics Research and Technology
   Binding: Hardcover
   Pub. Date: 2010
   Pages: 7 x 10, 364 pp.
   ISBN: 978-1-61668-413-6
   Status: AV
Status Code Description
AN Announcing
FM Formatting
PP Page Proofs
FP Final Production
EP Editorial Production
PR At Prepress
AP At Press
AV Available
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Eulerian Codes for the Numerical Solution of the Kinetic Equations of Plasmas