Scattering from dielectric frequency selective structures
Author
Summary, in English
A plane wave impinges on a laterally double-periodic inhomogeneous lossy
dielectric structure. Using a wave splitting approach, and an expansion of the
fields and permittivity in global and local basis functions, respectively, the
scattered fields are determined via a propagator. The formulation is useful
for a permittivity which varies abruptly as well as in a continuous fashion.
A subdomain basis for the constitutive parameter is preferred to an entire
domain basis. Calculated results are compared with experimental data for
a slab with domains of a piecewise homogeneous permittivity. The agreement
is good considering the error sources in the experiment. The results
are in a special case also compared with results obtained by an entirely different
method showing very good agreement. The method is also used on a
pyramidal absorber-like structure.
dielectric structure. Using a wave splitting approach, and an expansion of the
fields and permittivity in global and local basis functions, respectively, the
scattered fields are determined via a propagator. The formulation is useful
for a permittivity which varies abruptly as well as in a continuous fashion.
A subdomain basis for the constitutive parameter is preferred to an entire
domain basis. Calculated results are compared with experimental data for
a slab with domains of a piecewise homogeneous permittivity. The agreement
is good considering the error sources in the experiment. The results
are in a special case also compared with results obtained by an entirely different
method showing very good agreement. The method is also used on a
pyramidal absorber-like structure.
Publishing year
2001
Language
English
Publication/Series
Technical Report LUTEDX/(TEAT-7101)/1-23/(2001)
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Document type
Report
Publisher
[Publisher information missing]
Topic
- Electrical Engineering, Electronic Engineering, Information Engineering
Status
Published
Report number
TEAT-7101
Research group
- Electromagnetic theory