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fujimoto m introduction math physics waves 2ed 2021

Type:: E-books
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Size:: 18.4 MB
Uploaded On:: Jan. 19, 2022, 10:11 a.m.
Added By:: andryold1
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Info Hash:: 4F4FE7E1CC17DF603B350422A5FD6F2942E3A0FC

Textbook in PDF format Written for students at upper-undergraduate and graduate levels, it is suitable for advanced physics courses on nonlinear physics. The book covers the fundamental properties of nonlinear waves, dealing with both theory and experiment. The aim is to emphasize established tools and introduce new methods underpinning important new developments in this field, especially as applied to solid-state materials. The updated edition has been extended to emphasize the importance of thermodynamics in a description of modulated crystals and contains new chapters on superconductivity that can be interpreted by the soliton mechanism. It is also updated to include new end-of-chapter problems. Nonlinearity and elliptic functions in classical mechanics Wave propagation, singularities, and boundary conditions Order variables for structural phase transitions Soft modes of lattice displacements Nonlinearity development in crystals: Korteweg–deVries' equation for collective order variables and the complex potential Soliton mobility in time–temperature conversion for thermal processes: Riccati's theorem Toda’s lattice of correlation potentials Scattering theory of the soliton lattice Pseudopotentials and sine-Gordon equation: topological correlations in domain structure Trigonal structural transitions: domain stability in topological order Soliton theory of superconducting transitions Irreducible thermodynamics of superconducting phase transitions

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Fujimoto M. Introduction to the Math Physics...Waves 2ed 2021.pdf 18.4 MB

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fujimoto m introduction math physics waves 2ed 2021

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