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- W4251777002 abstract "The coherence function for a cylindrically spreading wave in a random medium is obtained as the exact solution of an equation derived from the wave equation when forward scattering is dominant. The region of validity for this equation is obtained under the assumption that the index of refraction is a Gaussian field. It is shown that the region of validity for this equation extends far beyond the region where the random effects just begin to become significant, where one expects a Rytov or perturbation solution to become invalid. The coherence function for cylindrically spreading waves is compared with the corresponding solution for the plane wave case. Both the cylindrical and plane wave solutions are shown to have essentially the same range of validity." @default.
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- W4251777002 date "1974-04-01" @default.
- W4251777002 modified "2023-10-17" @default.
- W4251777002 title "Coherence function for cylindrically spreading waves in a random medium" @default.
- W4251777002 doi "https://doi.org/10.1121/1.1919815" @default.
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