Compensation-theorem analyses of ground wave propagation over irregular, inhomogeneous terrains

Details Compensation-theorem analyses of ground wave propagation over irregular, inhomogeneous terrains Compensation-theorem analyses of ground wave propagation over irregular, inhomogeneous terrains

Oct 1989

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1989jatp...51..797b&link_type=abstract

Journal of Atmospheric and Terrestrial Physics (ISSN 0021-9169), vol. 51, Sept.-Oct. 1989, p. 797-810. Research supported by the

Physics

Ground Wave Propagation, Sommerfeld Waves, Terrain Analysis, Volterra Equations, Earth Surface, Hyperbolic Differential Equations, Inhomogeneity, Time Dependence, Wave Equations

Scientific paper

Work during the last 40 years on various aspects of ground wave propagation is surveyed, including dipole propagation over flat homogeneous and inhomogeneous terrains, smooth homogeneous earth, and irregular homogeneous and inhomogeneous terrains. Several representations of spatially distributed transmitter current are presented. A compensation-theorem Volterra for the ground wave over inhomogeneous terrain is derived, in the parabolic wave equation approximation. A recent compensation-theorem integral equation for general terrain satisfying the hyperbolic wave equation is reviewed.

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