Scattering of transient electromagnetic waves in reciprocal bi-isotropic media
(1991) In Technical Report LUTEDX/(TEAT-7015)/1-17/(1991)- Abstract
- In this paper propagation of transient electromagnetic waves in a reciprocal
bi-isotropic medium is presented. The constitutive relations are convolution
integrals with two susceptibility kernels that model the medium. The propagation
problem is solved by the introduction of a wave-splitting technique.
This wave-splitting is used to solve the propagation problem using either an
imbedding approach or a Green function technique. In particular, the scattering
problem of an electromagnetic wave that impinges normally on a slab
of finite or infinite extent is solved. The slab is assumed to be inhomogeneous
with respect to depth. The scattering problem consists of finding... (More) - In this paper propagation of transient electromagnetic waves in a reciprocal
bi-isotropic medium is presented. The constitutive relations are convolution
integrals with two susceptibility kernels that model the medium. The propagation
problem is solved by the introduction of a wave-splitting technique.
This wave-splitting is used to solve the propagation problem using either an
imbedding approach or a Green function technique. In particular, the scattering
problem of an electromagnetic wave that impinges normally on a slab
of finite or infinite extent is solved. The slab is assumed to be inhomogeneous
with respect to depth. The scattering problem consists of finding the reflected
and the transmitted fields and the generic quantities are the reflection and the
transmission kernels of the medium. Explicit expressions for the rotation and
the attenuation of the wave front is presented for the inhomogeneous slab. In
the special case of a homogeneous infinite slab it is proved that the reflection
kernel satisfies a non-linear Volterra equation of the second kind, very suitable
for numerical calculations. It is also proved that no cross polarization contribution
appears for the homogeneous slab. Several numerical computations
illustrate the analysis. (Less)
Please use this url to cite or link to this publication:
https://lup.lub.lu.se/record/530194
- author
- Kristensson, Gerhard LU and Rikte, Sten LU
- organization
- publishing date
- 1991
- type
- Book/Report
- publication status
- published
- subject
- in
- Technical Report LUTEDX/(TEAT-7015)/1-17/(1991)
- pages
- 17 pages
- publisher
- [Publisher information missing]
- report number
- TEAT-7015
- language
- English
- LU publication?
- yes
- additional info
- Published version: J.Electro. Waves Applic., 6(11), 1517-1535, 1992.
- id
- 64b7f375-34d8-4e5f-9d19-9e702e7bed95 (old id 530194)
- date added to LUP
- 2016-04-04 13:21:30
- date last changed
- 2018-11-21 21:13:27
@techreport{64b7f375-34d8-4e5f-9d19-9e702e7bed95,
abstract = {{In this paper propagation of transient electromagnetic waves in a reciprocal<br/><br>
bi-isotropic medium is presented. The constitutive relations are convolution<br/><br>
integrals with two susceptibility kernels that model the medium. The propagation<br/><br>
problem is solved by the introduction of a wave-splitting technique.<br/><br>
This wave-splitting is used to solve the propagation problem using either an<br/><br>
imbedding approach or a Green function technique. In particular, the scattering<br/><br>
problem of an electromagnetic wave that impinges normally on a slab<br/><br>
of finite or infinite extent is solved. The slab is assumed to be inhomogeneous<br/><br>
with respect to depth. The scattering problem consists of finding the reflected<br/><br>
and the transmitted fields and the generic quantities are the reflection and the<br/><br>
transmission kernels of the medium. Explicit expressions for the rotation and<br/><br>
the attenuation of the wave front is presented for the inhomogeneous slab. In<br/><br>
the special case of a homogeneous infinite slab it is proved that the reflection<br/><br>
kernel satisfies a non-linear Volterra equation of the second kind, very suitable<br/><br>
for numerical calculations. It is also proved that no cross polarization contribution<br/><br>
appears for the homogeneous slab. Several numerical computations<br/><br>
illustrate the analysis.}},
author = {{Kristensson, Gerhard and Rikte, Sten}},
institution = {{[Publisher information missing]}},
language = {{eng}},
number = {{TEAT-7015}},
series = {{Technical Report LUTEDX/(TEAT-7015)/1-17/(1991)}},
title = {{Scattering of transient electromagnetic waves in reciprocal bi-isotropic media}},
url = {{https://lup.lub.lu.se/search/files/6100361/624842.pdf}},
year = {{1991}},
}