Abstract:
A finite-volume method for numerical solution of three-dimensional Maxwell's
equations with discontinuous dielectric permittivity on prismatic meshes is
proposed. The method enables one to perform calculations for the discontinuity of
dielectric permittivity along an arbitrary smooth cylinder. The numerical algorithm
based on this method allows an efficient parallel implementation with the help of
the geometric decomposition technique for use on parallel computers. Numerical results
show the second order of convergence of the method proposed and a high efficiency of
its parallel implementation.
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