2006•Unpublished venueRequires access

An Attenuation Function of the Ground Wave Field Over Two-Dimensional Inhomogeneous Radio Paths

Mikhail G. Dembelov, Yu. B. Bashkuev

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Abstract

Ground wave field propagation of electromagnetic waves transmitted by a vertical electric dipole in LF-MF ranges is considered. A new method of calculation of an attenuation function of the radio wave propagation taking into account two-dimensional model of inhomogeneities is offered. The solution is in form of totality of one-dimensional attenuation functions within several first Fresnel zones. EM wave propagates over an inhomogeneous irregular surface

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What this paper is about

Ground wave field propagation of electromagnetic waves transmitted by a vertical electric dipole in LF-MF ranges is considered. A new method of calculation of an attenuation function of the radio wave propagation taking into account two-dimensional model of inhomogeneities is offered. The solution is in form of totality of one-dimensional attenuation functions within several first Fresnel zones. EM wave propagates over an inhomogeneous irregular surface

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Available abstract

Ground wave field propagation of electromagnetic waves transmitted by a vertical electric dipole in LF-MF ranges is considered. A new method of calculation of an attenuation function of the radio wave propagation taking into account two-dimensional model of inhomogeneities is offered. The solution is in form of totality of one-dimensional attenuation functions within several first Fresnel zones. EM wave propagates over an inhomogeneous irregular surface

Key concepts: Attenuation, Ground wave propagation, Physics, Surface wave, Wave propagation, Dipole, Field (mathematics), Radio propagation

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