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  • Lecture Notes in Theoretical Solid-State Physics: A Tribute to Professor Yuri Kagan

    Lecture Notes in Theoretical Solid-State Physics by Kagan, Maxim;

    A Tribute to Professor Yuri Kagan

    Sorozatcím: Lecture Notes in Physics;

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    Beszerezhetőség

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    A termék adatai:

    • Kiadó Springer Nature Switzerland
    • Megjelenés dátuma 2026. június 8.

    • ISBN 9783032146205
    • Kötéstípus Puhakötés
    • Terjedelem539 oldal
    • Méret 235x155 mm
    • Nyelv angol
    • Illusztrációk XXI, 539 p. 139 illus., 3 illus. in color.
    • 700

    Kategóriák

    Hosszú leírás:

    "

    This textbook explores foundational and cutting-edge topics in condensed matter physics. Inspired by the influential work of Prof. Yuri Kagan, the book spans key areas such as Bose-Einstein condensation, superfluid helium, crystal lattice dynamics, and phonon physics. It also addresses electronic excitations in metals and superconductors, including the BCS theory, electron-phonon interactions, and metallic hydrogen. Professor Maxim Kagan extends this work with advanced lectures on strongly correlated electron systems, quantum hydrodynamics, and mechanisms of unconventional superconductivity. The book concludes with a focus on groundbreaking research by Prof. Yuri Kagan, covering topics such as quantum gases, metallic hydrogen, and high-temperature superconductivity. This textbook serves as both a tribute to Prof. Kagan's legacy and a comprehensive resource for students and researchers in theoretical condensed matter physics.

    Elementary excitations in solid state physics.- Ideal Bose gas.- Interacting Bogoliubov Bose gas.- Superfluid helium Sounds and vortices.- Superfluidity of the two dimensional systems. Berezinskii Kosterlitz Thouless BKT phase transition.- Phonons in the solid state physics.- Density of the phonon states Debye approximation.- Phonon spectrum in crystals with pairwise interaction. Quantization of the lattice vibrations.- Phonon distribution function. Specific heat of the crystal.- Mossbauer effect. Diagonal processes with respect to phonon occupation numbers.- Neutron scattering on crystals.- An harmonic interactions. The damping of the phonon spectrum.- Phonon thermos conductivity in crystals.- Spin waves in ferromagnets. Exchange interaction.- Basic interactions in metals. Ion ion and electron ion interaction.- Electron electron interaction. Exchange hole for the wave function of two electrons with parallel spins.- Correlation energy for the interaction of electrons with opposite spins.- Charge screening in metals in the Random phase approximation.- Metallic hydrogen.- One electron excitations in metals.- Thermodynamics of metals.- Magnetic oscillations in metals.- The Cooper problem.- Many particle problem in the theory of superconductivity.- Thermodynamics of the superconductor.

    "

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    Tartalomjegyzék:

    "

    Elementary excitations in solid state physics.- Ideal Bose gas.- Interacting Bogoliubov Bose gas.- Superfluid helium Sounds and vortices.- Superfluidity of the two dimensional systems. Berezinskii Kosterlitz Thouless BKT phase transition.- Phonons in the solid state physics.- Density of the phonon states Debye approximation.- Phonon spectrum in crystals with pairwise interaction. Quantization of the lattice vibrations.- Phonon distribution function. Specific heat of the crystal.- Mossbauer effect. Diagonal processes with respect to phonon occupation numbers.- Neutron scattering on crystals.- An harmonic interactions. The damping of the phonon spectrum.- Phonon thermos conductivity in crystals.- Spin waves in ferromagnets. Exchange interaction.- Basic interactions in metals. Ion ion and electron ion interaction.- Electron electron interaction. Exchange hole for the wave function of two electrons with parallel spins.- Correlation energy for the interaction of electrons with opposite spins.- Charge screening in metals in the Random phase approximation.- Metallic hydrogen.- One electron excitations in metals.- Thermodynamics of metals.- Magnetic oscillations in metals.- The Cooper problem.- Many particle problem in the theory of superconductivity.- Thermodynamics of the superconductor.

    "

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