Computational Methods for Kinetic Models of Magnetically Confined Plasmas - Scientific Computation - J. Killeen - 書籍 - Springer-Verlag Berlin and Heidelberg Gm - 9783642859564 - 2012年5月4日
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J. Killeen
Computational Methods for Kinetic Models of Magnetically Confined Plasmas - Scientific Computation Softcover reprint of the original 1st ed. 1986 edition

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Because magnetically confined plasmas are generally not found in a state of thermodynamic equilibrium, they have been studied extensively with methods of applied kinetic theory. In closed magnetic field line confinement devices such as the tokamak, non-Maxwellian distortions usually occur as a result of auxiliary heating and transport. In magnetic mirror configurations even the intended steady state plasma is far from local thermodynamic equilibrium because of losses along open magnetic field lines. In both of these major fusion devices, kinetic models based on the Boltzmann equation with Fokker-Planck collision terms have been successful in representing plasma behavior. The heating of plasmas by energetic neutral beams or microwaves, the production and thermalization of a-particles in thermonuclear reactor plasmas, the study of runaway electrons in tokamaks, and the performance of two-energy compo­ nent fusion reactors are some examples of processes in which the solution of kinetic equations is appropriate and, moreover, generally necessary for an understanding of the plasma dynamics. Ultimately, the problem is to solve a nonlinear partial differential equation for the distribution function of each charged plasma species in terms of six phase space variables and time. The dimensionality of the problem may be reduced through imposing certain symmetry conditions. For example, fewer spatial dimensions are needed if either the magnetic field is taken to be uniform or the magnetic field inhomogeneity enters principally through its variation along the direction of the field.

199 pages, 54 black & white illustrations, biography

メディア 書籍     Paperback Book   (ソフトカバーで背表紙を接着した本)
リリース済み 2012年5月4日
ISBN13 9783642859564
出版社 Springer-Verlag Berlin and Heidelberg Gm
ページ数 199
寸法 234 × 157 × 15 mm   ·   299 g
言語 英語  

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