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fujimoto m solitons crystalline processes 2ed 2020

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Textbook in PDF format An introduction to the statistical thermodynamics of phase transitions in crystallized solids, polymers and liquid crystals. Written as an introductory treatise with respect to the soliton concept, from structural transitions where the crystal symmetry changes, to magnets and superconductors, describing the role of nonlinear excitations in detail. Introduction Binary transitions Phonons and lattice stability Displacive order variables in collective mode and adiabatic Weiss’ potentials Pseudospin clusters and the Born–Huang principle: coherent order-variables as solitons in crystals The mean-field theories and critical phase fluctuations at transition temperatures Experimental studies on critical anomalies and soft modes Scattering experiments on critical anomalies Magnetic resonance studies on critical anomalies Soft modes of lattice displacements Soliton theory of lattice dynamics Nonlinear dynamics in finite crystals: displacive waves, complex adiabatic potentials and pseudopotentials Opposite Weiss fields for nonlinear order variables and entropy production: the Korteweg–deVries equation for transitions between conservative states Soliton mobility in dynamical phase space: time–temperature conversion for thermal processes Toda’s theorem of the soliton lattice Phase solitons in adiabatic processes: topological correlations in the domain structure Superconducting, magnetic, polymer and liquid crystals Phonons, solitons and electrons in modulated lattices Soliton theory of superconducting transitions High-Tc superconductors Superconducting phases in metallic crystals Magnetic crystals Crystalline polymers and liquid crystals

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Fujimoto M. Solitons in Crystalline Processes...2ed 2020.pdf 29.2 MB

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fujimoto m solitons crystalline processes 2ed 2020

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