articles
medium
waves
consideration
https://doi.org/10.1023/a:1014209207661
problem
reflection
general case
Cauchy problem
electromagnetic waves
inhomogeneous dielectric layer
article
The problem of the passage of a plane electromagnetic wave through an arbitrary, inhomogeneous dielectric layer bounded on two sides by two different homogeneous, semi-infinite media is considered. Algebraic relations are obtained between the amplitudes of transmission and reflection (the scattering amplitudes) for the problem under consideration and the wave scattering amplitudes when the layer is bounded on both sides by a vacuum. It is shown that for s and p polarized fields the scattering problem (a boundary-value problem) can be formulated as a Cauchy problem directly for the s and p wave equations. It is also shown that the problem of finding the field inside the layer also reduces to a Cauchy problem in the general case.
cases
Different Homogeneous
layer
amplitude of transmission
false
amplitude
2001-10
dielectric layer
transmission
Scattering of an Electromagnetic Wave on a Dielectric Layer Bounded on Two Sides by Two Different Homogeneous, Semi-Infinite Media
passage
https://scigraph.springernature.com/explorer/license/
2001-10-01
equations
side
en
semi-infinite medium
Homogeneous
relation
algebraic relations
wave equation
2021-11-01T18:03
field
plane electromagnetic wave
518-527
vacuum
Yerevan State University, Armenia
Yerevan State University, Armenia
Ispiryan
N. M.
A. Zh.
Khachatrian
pub.1025753046
dimensions_id
State Engineering University of Armenia, Armenia
State Engineering University of Armenia, Armenia
4
Physical Sciences
Astronomical and Space Sciences
Springer Nature - SN SciGraph project
doi
10.1023/a:1014209207661
Sedrakian
D. M.
44
0571-7256
1573-8191
Springer Nature
Astrophysics