DEPOLARIZATION EFFECTS OF RADIO WAVE PROPAGATION IN VARIOUS LAND BUILT–UP ENVIRONMENTS
Purpose: A detailed analysis of the spatial-temporal variations of the polarized characteristics of an elliptically polarized radio
wave propagating in various built-up environments. Methods: Analysis of the classical methods used for defining the polarized
parameters of homogeneous monochromatic plane waves, arriving at the receiver antenna from various directions in
free space, is briefly presented. These methods are adapted for the propagation scenarios occurring in four land builtup
environments, where the complicated stochastic variations of wave polarization parameters have been observed
experimentally and when the canonical methods are ineffective. The 3D classical presentation of the geometrical parameters
of the polarized ellipse and Stocks parameters are used to analyze the co-polarized and cross-polarized components of the
wave intensity in the vertical and horizontal plane of the polarization ellipse and their relations with the main parameters and
characteristics of the built-up terrain are explored. Practical Relevance: The presented analysis allows to estimate theoretically
the angle of wave depolarization and the polarization loss effects in rural, mixed residential, sub-urban, and urban areas.
Such estimation allows designers of cellular networks to predict reception problems due to de-polarization in the presence
of stochastic disturbances. Measurements that are taken prior to the deployment of cellular networks can now be limited to
“problematic antenna positions” that are predicted by the presented model. To the best knowledge of the authors such results
are presented for the first time. doi:10.15217/issn1684-8853.2015.1.77
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Резюме по документу**
ИНФОРМАЦИОННЫЕ КАНАЛЫ И СРЕДЫ
UDC 654.165
doi:10.15217/issn1684-8853.2015.1.68
DEPOLARIZATION EFFECTS OF RADIO WAVE PROPAGATION
IN VARIOUS LAND BUILT–UP ENVIRONMENTS
Y. Ben-Shimola, PhD, Electrical Engineering, Senior Lecturer, benshimo@bgu.ac.il
N. Blaunsteina, Dr. Sc., Phys.-Math., Professor, nathan.blaunstein@hotmail.com
aM. <...> B. Sergeevb, Dr. Sc., Tech., Professor, mbse@mail.ru
bBen-Gurion University of the Negev, POB 653, 1, Ben Gurion St., Beer Sheva, 74105, Israel
Saint-Petersburg State University of Aerospace Instrumentation, 67, B. Morskaia St., 190000,
Saint-Petersburg, Russian Federation
Purpose: A detailed analysis of the spatial-temporal variations of the polarized characteristics of an elliptically polarized radio
wave propagating in various built-up environments. <...> Methods: Analysis of the classical methods used for defining the polarized
parameters of homogeneous monochromatic plane waves, arriving at the receiver antenna from various directions in
free space, is briefly presented. <...> These methods are adapted for the propagation scenarios occurring in four land builtup
environments, where the complicated stochastic variations of wave polarization parameters have been observed
experimentally and when the canonical methods are ineffective. <...> The 3D classical presentation of the geometrical parameters
of the polarized ellipse and Stocks parameters are used to analyze the co-polarized and cross-polarized components of the
wave intensity in the vertical and horizontal plane of the polarization ellipse and their relations with the main parameters and
characteristics of the built-up terrain are explored. <...> Practical Relevance: The presented analysis allows to estimate theoretically
the angle of wave depolarization and the polarization loss effects in rural, mixed residential, sub-urban, and urban areas. <...> Such estimation allows designers of cellular networks to predict reception problems due to de-polarization in the presence
of stochastic disturbances. <...> Measurements that are taken prior to the deployment of cellular networks can now be limited to
“problematic antenna positions” that are predicted by the presented model. <...> Introduction
During propagation in the space domain, all radio
waves can be decomposed into two wave components
mutually orthogonal in the plane perpendicular
to the direction of propagation. <...> One of the main problems (among other complicated
problems), observed in the recent 4–5 decades, was
the effect of the polarization discrimination or mismatch
(called the depolarization) occurring in the
land communication channels <...>
** - вычисляется автоматически, возможны погрешности
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