Unit:
Κατεύθυνση Εφαρμοσμένα ΜαθηματικάLibrary of the School of Science
Supervisors info:
Ευαγγελία Αθανασιάδου Κόττα Επίκ. Καθηγήτρια (Επιβλέπουσα), Γεράσιμος Μπαρμπάτης Καθηγητής, Αλέξανδρος Χροναίος Professor
Original Title:
Μεικτά προβλήματα συνοριακών τιμών για εξισώσεις Maxwell
Translated title:
Mixed boundary value problems for Maxwell's equations
Summary:
In this thesis, we present mixed boundary value problems for Maxwell
equations. In chapter 1, we thoroughly study the equation fields, we present
two different kinds of normalization of the Maxwell equations and we give
all the necessary information for the wave number. In chapter 2, we study
the boundary value problems for the interior and exterior electromagnetic
field and the scattering boundary problems. In chapter 3, we focus on the
Stratton-Chu integral representations of both the interior and the exterior
electromagnetic field as well as its corresponding far field pattern. In chapter
4, we present mixed boundary scattering problems and basic theorems of
uniqueness and existence of the solution of the inverse scattering problem.
In chapter 5, we study the scattering cross section via which we present
the electromagnetic field in low frequency expansion series in terms of the
wave number. Finally, in chapter 6, we present an application of scattering
in transparent displays.
Keywords:
Stratton-Chu , Mixed boundary problems, Scattering problems, Boundary , Low frequency
