Mixed boundary value problems in electromagnetic wave scattering by chiral media

Doctoral Dissertation uoadl:1309005 391 Read counter

Unit:
Τομέας Μαθηματικής Ανάλυσης
Library of the School of Science
Deposit date:
2014-11-05
Year:
2014
Author:
Σκουρογιάννης Κωνσταντίνος
Dissertation committee:
Χ.Ε.Αθανασιάδης Καθηγητής
Original Title:
Μεικτά προβλήματα συνοριακών τιμών στη σκέδαση ηλεκτρομαγνητικών κυμάτων από χειρόμορφα υλικά
Languages:
Greek
Translated title:
Mixed boundary value problems in electromagnetic wave scattering by chiral media
Summary:
In the first chapter :
A1 : The solvability of the scattering problem where a plane electromagnetic
wave that propagates in achiral environment meets a penetrable chiral
dielectric with a perfect conductor core, is proved.A2 : The solvability of the
scattering problem where a plane electromagnetic wave that propagates in chiral
environment meets a mixed impedance chiral screen (a very thin surface area of
a chiral body), is proved. In the second chapter: The Low-frequency theory is
used so the scattering problems A1 and A3 :The scattering problem where a plane
electromagnetic wave that propagates in chiral environment meets a perfect
conductor,are turned into a sequence of potential theory problems. Then some
of these problems are entirely solved.In the third chapter: The inverse of the
scattering problem A2 is studied.
Keywords:
Electromagnetic wave scattering, Chiral media, Inverse problem, Boundary condition, Screen
Index:
No
Number of index pages:
0
Contains images:
No
Number of references:
61

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