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Finite volume algorithm for nonstationary Maxwell equations on an unstructured grid
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M. P. Fedoruk
Published/Copyright:
May 8, 2007
In this paper we propose a numerical method for solving nonstationary Maxwell equations on unstructured triangular grids, which is based on the finite volume method. We give the results of test calculations which confirm the second order of convergence of the method both for homogeneous media and media with space-variable dielectric permittivity.
Published Online: 2007-05-08
Published in Print: 2007-03-20
Copyright 2007, Walter de Gruyter
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Articles in the same Issue
- Finite volume algorithm for nonstationary Maxwell equations on an unstructured grid
- On numerical solution of the complex Helmholtz equation
- Preconditioning of grid Lame equations in the nonconforming finite element method
- Modelling surface waves generated by a moving landslide with allowance for vertical flow structure
- Numerical modelling of momentumless wakes using semiempirical turbulence models of second and third order
