Vibrational excitations in multilayer nanostructures :properties and manifestations /

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Vibrational excitations in multilayer nanostructures :properties and manifestations /

Beril, S. I. - Personal Name; Institute of Physics (Great Britain), - Personal Name; Fomin, V. M. - Personal Name; Starchuk, Alexander S., - Personal Name;

"Version: 20241201"--Title page verso.Includes bibliographical references.1. Potentials in multilayer planar systems -- 1.1. Introduction -- 1.2. Equations of the spatial distribution of potentials in planar multilayer systems -- 1.3. Modulation transmission matrix -- 1.4. Modulation transmission matrix for three-layer and five-layer systems -- 1.5. Modulation transmission matrix for periodic systems -- 1.6. The potential of bulk charges in multilayer systems -- 1.7. Potential of bulk charges in periodic systems -- 1.8. Polarization potential in multilayer systems -- 1.9. Polarization potential in periodic systems -- 1.10. Conclusion2. Potentials in multilayer cylindrical and spherical systems -- 2.1. Introduction -- 2.2. Spatial distribution equations potentials in multilayer cylindrical systems -- 2.3. Classification of potential contributions by sources in multilayer cylindrical systems -- 2.4. Equations of the spatial distribution potentials in multilayered spherical systems -- 2.5. Classification of potential contributions in multilayer spherical systems by source -- 2.6. Conclusion3. Collective states in multilayer planar systems (excluding retardation). Hamiltonian of the electron-polarization interactions -- 3.1. Introduction -- 3.2. Equations of evolution of slow polarizations -- 3.3. Normal bulk fluctuations -- 3.4. Normal interface vibrations -- 3.5. Interface vibrations in a three-layer system -- 3.6. Interface vibrations in periodic systems -- 3.7. Hamiltonian of the interaction of an electron with a field of slow polarization (slow polarization) -- 3.8. Interaction Hamiltonian of an electron with fast polarization (plasma of valence electrons) -- 3.9. Conclusion4. Vibrational spectra and optical properties of multilayer planar systems (taking into account retardation) -- 4.1. Introduction -- 4.2. Solution of wave equations. First classification of polaritons -- 4.3. The ratio of the dispersion of polaritons. The second classification of polaritons -- 4.4. Properties of spatially decreasing numbers polaritons -- 4.5. Solution of the wave equation for external layers. Optical characteristics of multilayer structures -- 4.6. Optical characteristics of periodic systems -- 4.7. Numerical calculations of optical characteristics -- 4.8. Conclusion5. Theory of surface polaronic states -- 5.1. Introduction to the theory -- 5.2. Hamiltonian of the electron-phonon interaction in a three-layer structure -- 5.3. Hamiltonian of the interaction of an electron with a plasma of valence electrons -- 5.4. Theory of image potential and strength. The dielectric function of a quantum dielectric -- 5.5. Surface polaronic states of weak, intermediate, and strong electron-phonon coupling (general approach) -- 5.6. Polaron at the contact of a polar crystal with a nonpolar one and its phase diagram -- 5.7. Surface polaronic states at the contact of two polar crystals -- 5.8. Surface polaronic states in external fields -- 5.9. Levitating surface polaronic states -- 5.10. Cyclotron resonance of a levitating polaron -- 5.11. Potential energy of self-action of a charge in a planar structure -- 5.12. Potential of bulk charges and self-action potential in a cylindrical wire in a nonpolar medium -- 5.13. Point charge potential and self-action potential in spherical structures -- 5.14. Free charge carriers in a multilayer homeopolar system -- 5.15. Polaron in a plate of a polar crystal of finite thickness -- 5.16. Surface spatially extended optical phonons. Polaronic states in composite superlattices -- 5.17. Polaronic states in a composite superlattice. Weak connection -- 5.18. Polaronic states in nanoscale cylindrical and spherical structures -- 5.19. Magnetopolaron in a cylindrical quantum wire in a dielectric medium -- 5.20. Conclusion6. Wannier-Mott excitons in homeopolar multilayer structures. Polaronic excitons at the contact of two media, in dimensionally limited crystals and in quantum wires -- 6.1. Introduction -- 6.2. General description of the exciton problem in a quantum well made of a nonpolar semiconductor -- 6.3. General theory of Wannier-Mott exciton states in composite superlattices -- 6.4. Hydrogen-like impurity states in multilayer systems -- 6.5. Effective Hamiltonian in the problem of a polaron exciton at the contact of two crystals -- 6.6. Binding energy and effective mass of a polaron exciton at the contact of two crystals -- 6.7. Biexciton states on the crystal surface -- 6.8. Surface exciton complexes -- 6.9. Surface polaron exciton in a strong magnetic field -- 6.10. General approach to the Wannier-Mott exciton problem in a polar film -- 6.11. Excitons in thin films of PbI2 and CdTe -- 6.12. Magnetic polaron exciton in a quantum well structure -- 6.13. Coulomb interaction and Wannier-Mott excitons in polar semiconductor quantum wires -- 6.14. Conclusion7. Bipolaronic states of large radius in multilayer planar and cylindrical structures. High-temperature bipolaronic superconductivity in multilayer structures -- 7.1. Introduction -- 7.2. Bipolaronic states in a monolayer (d-layer) separating semi-infinite polar crystals -- 7.3. Bipolaronic states in spatially separated monolayers (d-layers) in multilayer structures with quantum wells -- 7.4. Bipolaronic states in a quantum wire in a polar medium -- 7.5. High-temperature bipolaronic superconductivity in structures of the 'Ginzburg sandwiches' type : FeSe/SrTiO3; SrTiO3/FeSe/SrTiO3 -- 7.6. Conclusion8. Kinetic effects in multilayer structures and in superlattices -- 8.1. Introduction -- 8.2. Scattering of light by polar optical phonons in structures with quantum wells -- 8.3. Mobility of charge carriers in inversion channels of the MDS structure -- 8.4. IR absorption by free charge carriers with the participation of optical phonons in structures with quantum wells -- 8.5. Cyclotron-phonon resonance in structures with quantum wells -- 8.6. Quantum theory of electron emission from the 'metal-dielectric' structure in strong electric fields -- 8.7. Conclusion9. Raman scattering of light in multilayer systems and superlattices -- 9.1. Introduction -- 9.2. Wave equations taking into account Raman scattering of light -- 9.3. Solving wave equations -- 9.4. Determination of boundary amplitudes and intensity of waves with combinatorial frequencies -- 9.5. Raman scattering of light in superlattices -- 9.6. Conclusion -- 9.7. Summary.Full-text restricted to subscribers or individual document purchasers.The theory of electron-vibrational processes in multilayer structures of various geometries (planar, cylindrical, spherical) and superlattices is presented based on the authors' original research. Many topics are discussed within the book, including the theory of levitating polarons over a liquid helium film on a polar substrate, the bipolaronic mechanism of high-temperature superconductivity in multilayer structures, the theory of quantum electron emission from the metal-dielectric structure in strong electric fields, and many more. Various applications of the developed theories to describe optical spectra, electron, hole and exciton states, and transport processes in multilayer structures and superlattices are presented. This book is a vital source material for scientific researchers, postgraduates, Ph.D. students, specializing in solid-state physics, quantum micro- and nanoelectronics and optoelectronics.Professional and scholarly.Also available in print.Mode of access: World Wide Web.System requirements: Adobe Acrobat Reader, EPUB reader, or Kindle reader.Professor Stepan I. Beril received Ph. D. and Doctor of Science degrees from the Institute of Applied Physics, Academy of Sciences of Moldova in 1979 and 1991, respectively. He is currently President of T. G. Shevchenko Pridnestrovian State University, Head of Department of Fundamental Physics, Electronics and Communication Systems, and Head the scientific laboratory "Polaron". He has authored and co-authored more than 300 scientific articles and five monographs. Doctor Beril is a member of Russian Academy of Natural Sciences since 1998. Diploma of a Scientific Discovery of the Phenomenon of the Propagation of Spatially-Extended Interface Phonon Polaritons in Composite Superlattices (Academy of Natural Sciences of Russia, 1999, together with E. P. Pokatilov and V. M. Fomin). Medal "Academician P. L. Kapitsa" (Academy of Natural Sciences of Russia, 2000). His current research interests include the physics of surface of solid state and physics of multilayer structures of low dimension. Professor Vladimir M. Fomin is a Research Professor at the Leibniz Institute for Solid State and Materials Research (IFW) Dresden. Ph.D. in theoretical physics (Chi?sin?au, State University of Moldova, 1978). Dr. habilitat in physical and mathematical sciences (Academy of Sciences of Moldova, 1990). University Professor in Theoretical Physics (State University of Moldova, 1995). Member of APS, German Physical Society, European Physical Society, Physical Society of the Republic of Moldova, IEEE, "Superconducting Nanodevices and Quantum Materials for Coherent Manipulation" COST Action (European Cooperation in Science and Technology), Mediterranean Institute of Fundamental Physics. Scientific Sectional Editor of the Encyclopedia of Condensed Matter Physics, 2nd edition (Elsevier, Oxford, 2024). State Prize of Moldova (1987). Research Fellow of the Alexander von Humboldt Foundation (Martin-Luther-University of Halle, 1993-1994). Diploma of a Scientific Discovery of the Phenomenon of the Propagation of Spatially-Extended Interface Phonon Polaritons in Composite Superlattices (Academy of Natural Sciences of Russia, 1999, together with E. P. Pokatilov and S. I. Beril). Medal "Academician P. L. Kapitsa" (Academy of Natural Sciences of Russia, 2000). Honorary Member of the Academy of Sciences of Moldova (2007). Outstanding Reviewer of APS (2023). Medal "Dimitrie Cantemir" (Academy of Sciences of Moldova, 2023). 6 monographs, including "Self-rolled micro- and nanoarchitectures: Effects of topology and geometry", De Gruyter, 2021; "Physics of Quantum Rings" (Editor), Springer, 2014; 2nd edition, Springer International Publishing, 2018, 3 textbooks, 14 review papers, 10 patents and more than 220 scientific articles. 6003 citations, h-index: 38 (Google Scholar as of 28.11.2024). Dr. Alexander S. Starchuk defended his PhD thesis for the title of Candidate of Physico-Mathematical Sciences in the specialty "Physics of Semiconductors" in 2006 at the Faculty of Physics of Lomonosov Moscow State University (Russia) and currently he is an associate professor at the Department of Fundamental Physics, Electronics and Communication Systems of the T. G. Shevchenko Pridnestrovian State University. Starchuk is the author and co-author of about 30 scientific articles, two textbooks and one monograph. His research interests lie in the field of physics of multilayer structures and nanophysics.Title from PDF title page (viewed on January 17, 2025).

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Series Title: -
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Publisher: : .,
Collation: 1 online resource (various pagings) :illustrations (some color).
Language: English
ISBN/ISSN: 9780750361644
Classification: 620.1/15
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Subject(s): SCIENCE / Physics / Condensed Matter.
Nanostructured materials
Mesoscopic physics.
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Statement of Responsibility: Stepan I. Beril, Vladimir M. Fomin, Alexander S. Starchuk.

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