Let one or more vertically polarized plane waves illuminate a perfectly electrically conducting right cylinder, of unknown, starlike cross section, $\Omega$. The problem consists of reconstructing the boundary $\Gamma$ of $\Omega$ from knowledge of the measured scattering amplitude

Crosta, G. (2000). The forward propagation method applied to the inverse obstacle problem of electromagnetics. In A.G. Ramm, P.N. Shivakumar, A.V. Strauss (a cura di), Operator theory and its applications (pp. 225-238). Providence, RI : American Mathematical Society.

The forward propagation method applied to the inverse obstacle problem of electromagnetics

CROSTA, GIOVANNI FRANCO FILIPPO
2000

Abstract

Let one or more vertically polarized plane waves illuminate a perfectly electrically conducting right cylinder, of unknown, starlike cross section, $\Omega$. The problem consists of reconstructing the boundary $\Gamma$ of $\Omega$ from knowledge of the measured scattering amplitude
Capitolo o saggio
two-dimensional problem; electrically conducting cylinder; shape reconstruction; T-matrix scheme; complete families; Schauder bases; far-field coefficients; projection method; Rayleigh hypothesis; boundary defect; Dirichlet obstacle
English
Operator theory and its applications
Ramm, AG; Shivakumar, PN; Strauss, AV
2000
0821819909
American Mathematical Society
225
238
Crosta, G. (2000). The forward propagation method applied to the inverse obstacle problem of electromagnetics. In A.G. Ramm, P.N. Shivakumar, A.V. Strauss (a cura di), Operator theory and its applications (pp. 225-238). Providence, RI : American Mathematical Society.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/20160
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