Titlebook: Electromagnetic Wave Propagation in Turbulence; Evaluation and Appli Richard J. Sasiela Book 1994 Springer-Verlag Berlin Heidelberg 1994 In

annexation

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Mellin Transforms in , Complex Planes,al transform coordinate in which there are two or more parameters in the integrand is addressed in this chapter. I show that it can be evaluated to give a series solution. The remaining integration over the propagation path can be performed term by term in most cases. For some cases the infinite ser

investigate

occurrence

Basic Equations for Wave Propagation in Turbulence,uations are solved with the Rytov approximation, and the main result is given in (2.85), which is the starting point for all turbulence problems considered in this book. This equation is used to find phase and log-amplitude variances. These expressions are modified to obtain expressions for the powe

acrimony

Palpate

嘲弄

Integral Evaluation with Mellin Transforms,rmalization, the wavenumber (.) integration can be expressed in a standard form depending only on zero, one, or more parameters. If no parameters are present, the integration is performed simply by table lookup as was done in the last chapter. The one parameter case requires a transformation of the

novelty