Galerkin Boundary Integral Analysis of the Grad-shafranov Equation: Solution of 2d Axisymmetric Plasma by Galerkin Boundary Element Method - Pablo Suarez - Books - LAP LAMBERT Academic Publishing - 9783843371995 - November 21, 2010
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Pablo Suarez
Galerkin Boundary Integral Analysis of the Grad-shafranov Equation: Solution of 2d Axisymmetric Plasma by Galerkin Boundary Element Method

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Galerkin Boundary Element Method(GBEM) is a powerful technique to solve partial differential equations. In this work the method is presented by solving the axisymmetric Laplace's equation. Later the Grad-Shafranov Equation(GSE) is solved by means of this powerful technique. The GSE is a simplification of ideal MHD in two dimensions. The resulting equation is a nonlinear, elliptic partial differential equation. The GBEM is well suited for solving this type of equations in 'irregular domains' such as unbounded and irregular shape domains.

Media Books     Paperback Book   (Book with soft cover and glued back)
Released November 21, 2010
ISBN13 9783843371995
Publishers LAP LAMBERT Academic Publishing
Pages 88
Dimensions 226 × 5 × 150 mm   ·   149 g
Language German  

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