## Abstract We apply multiple scattering equations to study the scattering of electromagnetic waves on a perfectly conducting plane surface with a random dense distribution of hemispherical bosses. We derive a multipole solution up to third order to analyze close range interactions between nearby b
Electromagnetic plane wave scattering by a gap on a ground plane
β Scribed by Ryoichi Sato; Hiroshi Shirai
- Publisher
- John Wiley and Sons
- Year
- 1997
- Tongue
- English
- Weight
- 264 KB
- Volume
- 80
- Category
- Article
- ISSN
- 8756-663X
No coin nor oath required. For personal study only.
β¦ Synopsis
In this paper, electromagnetic plane wave scattering by a gap on a ground plane is analyzed. First, a rectangular trough is used as a gap model to obtain the rigorous representation of the scattering field based on a method by Kobayashi and Nomura. Then the simple formulae for the case when the aperture width is electrically narrow are derived for both H and E polarization. Numerical calculation is performed to check the validity of the derived formulae for various gap widths and depths. It is shown that our numerical results are in good agreement with those obtained from rigorous representations when the width is less than 0.2 wavelength, regardless of the depth. Comparison with other approximate solutions for the narrow case is also discussed.
π SIMILAR VOLUMES
Fields scattered by a lossy dielectric wedge for a plane-wa¨e incidence are calculated. Reflected and refracted fields are obtained by inhomogeneous plane-wa¨e tracing in a lossy medium, while the edgediffracted fields of the physical-optics approximation are accurately corrected by adding the multi
We investigate the scattering process, generated by a plane electromagnetic ΓΏeld that is incident upon a moving perfectly conducting spheroid. An accurate treatment of the electromagnetic waves interaction with scatterers in uniform motion is based on the special relativity principle. In the object'
## Abstract The electromagnetic scattering of the surface wave by a rectangular impedance cylinder located on an infinite reactive plane is considered for the case that the impedances of the horizontal and vertical sides of the cylinder can have different values. Firstly, the diffraction problem is
In the frame of the Born approximation we theoretically investigate nonresonant scattering of an electron by a muon in the field of elliptically polarized electromagnetic wave in the general relativistic case. It is studied kinematics of a scattering of an electron in resonant and nonresonant region