DocumentCode
2795402
Title
Prediction of scatter coefficient of buildings at microwave frequencies in site shielding
Author
Ding, M S ; Al-Nuaimi, M.O.
Author_Institution
Glamorgan Univ., UK
Volume
2
fYear
1995
fDate
4-7 Apr 1995
Firstpage
42
Abstract
In assessing the effect of site shielding where multipath interference is a distinct possibility, building scatter is an important factor which could severely defeat shielding. Many measurements made in urban build-up areas showed that strong interference was usually from buildings which cause specular reflections. More purposeful measurements on individual tall buildings with specified geometries were made by Bramely and Cherry (1973). Predictions were also given using Fresnel-Kirchhoff diffraction theory based on plane surfaces. In site shielding situations, distances from possibly scattering buildings are considerably limited by space in urban areas, typically in a range from a few hundred to a few thousand meters. On the other hand at microwave frequencies, buildings are immensely large relatively to the wavelength. This means that the distance is usually only a very small fraction of the Rayleigh far field distance in the order of one hundredth. This paper describes the development of prediction models suitable to assess the scattering behaviour of buildings in site shielding. The validity of the predictions is tested using a reflector and buildings at a frequency of 11.2 GHz
Keywords
building; 11.2 GHz; Fresnel-Kirchhoff diffraction theory; Rayleigh far field distance; SHF; building scatter; buildings; microwave frequencies; multipath interference; plane surfaces; prediction models; reflector; scatter coefficient prediction; scattering buildings; site shielding; specular reflections; tall buildings; urban build-up areas; wavelength;
fLanguage
English
Publisher
iet
Conference_Titel
Antennas and Propagation, 1995., Ninth International Conference on (Conf. Publ. No. 407)
Conference_Location
Eindhoven
Print_ISBN
0-85296-637-7
Type
conf
DOI
10.1049/cp:19950379
Filename
640036
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