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- W112484194 abstract "A magnetic line source is placed parallel to and possibly near a land-sea boundary on a flat earth. The problem is two dimensional, but its solution may be employed to examine the corresponding three-dimensional configuration which involves a vertical electric dipole. The mathematical model consists of a perfectly conducting half plane (sea) in the interface between free space and an imperfectly conducting dielectric (land). The far field, over both sea and land, is required. The method employed is to evaluate the rigorous, contour integral solution of Clemmow (1953), under the assumption that the complex refractive index n of the land is large. This integral is evaluated first for points not too near, but not necessarily far from the coastline. A second field representation (useful very near the shoreline) as a Bessel-function series is derived. Analytical comparison is made with recent work of Wait (1963) and Bach Andersen (1963). Good agreement is found except in the immediate neighborhood of the coastline. The onset of the recovery effect over the sea and the associated rapid phase variations near the coastline, are found for a wave incident from over the land; the corresponding effects for a wave incident from over the sea are also noted. These are in qualitative agreement with experiment. Numerical results are exhibited for a frequency of 10 MHz and n=3.91−i 2.30." @default.
- W112484194 created "2016-06-24" @default.
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- W112484194 date "1967-03-01" @default.
- W112484194 modified "2023-10-09" @default.
- W112484194 title "Propagation of Electromagnetic Waves Near a Coastline on a Flat Earth" @default.
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- W112484194 doi "https://doi.org/10.1002/rds196723261" @default.
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