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Titlebook: A Computational Method in Plasma Physics; Frances Bauer,Octavio Betancourt,Paul Garabedian Book 1978 Springer-Verlag New York, Inc. 1978 M

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g magnetic field ., can be analyzed by means of a variational principle [4] for the potential energy . subject to appropriate constraints. Stationary points correspond to equilibrium solutions; and if the energy has a local minimum, the equilibrium is considered to be stable by definition.
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ulate a discrete variational principle for the potential energy .. This is accomplished by writing down a second-order accurate discrete approximation of . based on a rectangular mesh. To arrive at finite difference equations for equilibrium, we set the derivatives of the approximation of . with res
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ite simple and only requires following the instructions presented in this chapter. However, an understanding of the theoretical framework is needed to determine the scope and limitations of the method, to choose the most efficient parameters, and to interpret the results correctly.
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1434-8322 Overview: 978-3-642-85472-9978-3-642-85470-5Series ISSN 1434-8322 Series E-ISSN 2198-2589
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g magnetic field ., can be analyzed by means of a variational principle [4] for the potential energy . subject to appropriate constraints. Stationary points correspond to equilibrium solutions; and if the energy has a local minimum, the equilibrium is considered to be stable by definition.
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Front Matterr science across research and industry.. .Significant changes for the 2.nd. edition include:. .New and expanded sections on color engineering.More entries on fundamental concepts of color science and color terms.Many additional entries on specific materials.Further material on optical concepts and h
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