2017
DOI: 10.1109/tap.2017.2751649
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Discrete Numerical Approach to the Fredholm Integral Method for Evaluating Scattering by Irregular Dielectric Particles

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Cited by 3 publications
(1 citation statement)
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“…Moreover, the corresponding algorithms vary greatly according to the shape of the particle. Subsequent to its initial proposal, Papadakis et al extended the applicability of the FIEM to anisotropic dielectric ellipsoidal particles and threedimensional ellipsoid particle chains [83], while Ngobigha et al improved the method for scattering calculations of irregular inhomogeneous dielectric particles [84].…”
Section: ) Fredholm Integral Equation Methods (Fiem)mentioning
confidence: 99%
“…Moreover, the corresponding algorithms vary greatly according to the shape of the particle. Subsequent to its initial proposal, Papadakis et al extended the applicability of the FIEM to anisotropic dielectric ellipsoidal particles and threedimensional ellipsoid particle chains [83], while Ngobigha et al improved the method for scattering calculations of irregular inhomogeneous dielectric particles [84].…”
Section: ) Fredholm Integral Equation Methods (Fiem)mentioning
confidence: 99%