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- W1808546337 abstract "This chapter discusses time-domain technique for wave propagation in dispersive materials. The method is based upon a wave splitting technique and the concept of propagators. Wave splitting is a method for decoupling hyperbolic equations into one-way wave equations. This is always possible in a homogeneous medium. The propagation of the solutions to the one-way equations in the chapter is described by operators referred to as propagators. The propagators map a split field from one position in the material to another. In homogeneous materials, the propagators are obtained very efficiently by numerically solving Volterra integral equations. With the fast computers of today, it is possible to solve the precursors from the Volterra equation to such depths where the asymptotic results are valid even for complicated materials. The propagator method is closely related to the imbedding method and the Green function method that have been applied to large classes of direct and inverse scattering problems." @default.
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- W1808546337 date "2002-01-01" @default.
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- W1808546337 title "Electromagnetic Wave Propagation in Dispersive and Complex Material with Time-Domain Techniques" @default.
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- W1808546337 doi "https://doi.org/10.1016/b978-012613760-6/50016-4" @default.
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