Scattering Problems: Beltrami Fields and Solvability
Keyword(s):
This chapter deals with the solvability of time-harmonic electromagnetic wave scattering by an obstacle: either the obstacle or the environment in which it is embedded, or both, is (are) occupied by a chiral material. It assumes that the scatterer and its surrounding space are homogeneous: thus allowing the use of the boundary integral equation methods for the study of the considered problems. This chapter considers two kinds of problems: first, the scattering of plane electromagnetic waves propagating in chiral space by a perfectly conducting obstacle, and second, the scattering of plane electromagnetic waves by a penetrable obstacle; either the scatterer or the surrounding space, or both, may be filled with a chiral material.
1994 ◽
2017 ◽
pp. 325-336
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2014 ◽
Vol 275
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pp. 662-666
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2015 ◽
Vol 63
(10)
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pp. 4446-4457
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