Abstract
The time domain scattering of electromagnetic waves is studied by using the concept and solution techniques related to state equations in system theory. The concepts and solution techniques related to state equations in system theory are supported with suitable extensions and modifications for the case of inclusion of dispersive materials. The state space model of system theory is extended and applied to the scattering of transient waves from half-planes where the filling dielectric is considered as Debye material. The perfectly conducting half-plane embedded in an infinitely large and homogeneous Debye material. The transient waves are studied.
Keywords
Scattering
Debye
Plane wave
Physics
Field (mathematics)
Maxwell's equations
Scattering theory
Electromagnetic radiation
Transient (computer programming)
Dielectric
Half-space
Plane (geometry)
Optics
Mathematical analysis
Classical mechanics
Mathematics
Condensed matter physics
Geometry
Quantum mechanics
Computer science
Subject Areas
Electromagnetic Scattering and Analysis
·Atomic and Molecular Physics, and Optics ·Physical Sciences
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