Sum Rules for Parallel Plate Waveguides: Experimental Results and Theory
Author
Summary, in English
An experimental approach to investigate the forward scattering sum rule for periodic structures is presented. This approach allows
an upper bound on the total cross section integrated over a bandwidth from a simple static problem to be found. Based on energy conservation, the optical
theorem is used to construct a relation between the total cross section and the forward scattering of periodic structures as well as single scatterers inside a parallel plate waveguide. Dynamic measurements are performed using a parallel plate waveguide and a parallel plate capacitor is utilized to find the static polarizability.
Convex optimization is introduced to identify the total cross section in the dynamic measurements and estimate an optimal lower bound on the polarizability for objects. The results show that the interactions between the electromagnetic field and an object over all wavelength are given by the static polarizability of the object.
an upper bound on the total cross section integrated over a bandwidth from a simple static problem to be found. Based on energy conservation, the optical
theorem is used to construct a relation between the total cross section and the forward scattering of periodic structures as well as single scatterers inside a parallel plate waveguide. Dynamic measurements are performed using a parallel plate waveguide and a parallel plate capacitor is utilized to find the static polarizability.
Convex optimization is introduced to identify the total cross section in the dynamic measurements and estimate an optimal lower bound on the polarizability for objects. The results show that the interactions between the electromagnetic field and an object over all wavelength are given by the static polarizability of the object.
Publishing year
2014
Language
English
Pages
2574-2582
Publication/Series
IEEE Transactions on Microwave Theory and Techniques
Volume
62
Issue
11
Document type
Journal article
Publisher
IEEE - Institute of Electrical and Electronics Engineers Inc.
Topic
- Electrical Engineering, Electronic Engineering, Information Engineering
Status
Published
Research group
- Electromagnetic theory
ISBN/ISSN/Other
- ISSN: 0018-9480