Nonlinear Waves in Waveguides
with Stratification
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Beschreibung
S.B. Leble's book deals with nonlinear waves and their propagation in metallic and dielectric waveguides and media with stratification. The underlying nonlinear evolution equations (NEEs) are derived giving also their solutions for specific situations. The reader will find new elements to the traditional approach. Various dispersion and relaxation laws for different guides are considered as well as the explicit form of projection operators, NEEs, quasi-solitons and of Darboux transforms. Special points relate to: 1. the development of a universal asymptotic method of deriving NEEs for guide propagation; 2. applications to the cases of stratified liquids, gases, solids and plasmas with various nonlinearities and dispersion laws; 3. connections between the basic problem and soliton- like solutions of the corresponding NEEs; 4. discussion of details of simple solutions in higher- order nonsingular perturbation theory.
S.B. Leble's book deals with nonlinear waves and their propagation in metallic and dielectric waveguides and media with stratification. The reader will find new physical and mathematical concepts in addition to the traditional approach.
Autor*in
Sergei B. Leble
Themen in »Nonlinear Waves in Waveguides«
Nichtlineare Dynamik Nichtlineare Evolutionsgleichungen Nonlinear Dynamics Nonlinear Evolution Equations Solitonen Solitons Stratified media Wave Waveguides Wellenleiter stability wave equation