Titlebook: Wave Scattering from Rough Surfaces; Alexander Voronovich Book 1999Latest edition Springer-Verlag Berlin Heidelberg 1999 Helium-Atom-Streu

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Introduction,by jumps. Since wave motion is characteristic for all continua often possessing well defined boundaries, then, generally speaking, these scattering processes must be encountered nearly as often as waves themselves. In fact, wave scattering at rough surfaces is of importance in various physical situa

Friction

Introduction,by jumps. Since wave motion is characteristic for all continua often possessing well defined boundaries, then, generally speaking, these scattering processes must be encountered nearly as often as waves themselves. In fact, wave scattering at rough surfaces is of importance in various physical situa

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Scattering Amplitude and Its Properties,er divides two homogeneous half-spaces or bounds only one of them. The waves propagating in these media can be scalar or multicomponent (possessing polarization). The most natural language describing scattering processes is an amplitude of scattering (SA) the plane waves into each other. Using SA in

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overture

Small Peturbation Method,ds were developed. Of the most significance among these methods are the small perturbation method (SPM) and the quasi-classical approximation (or geometrical optics approximation). These two approaches can be referred to as “classical”. In the present chapter we consider the former.

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