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Debye model

  • Part 5: the Bose-Einstein Distribution

    Part 5: the Bose-Einstein Distribution

  • Ko.R&. T\~ J0

    Ko.R&. T\~ J0

  • The Debye Model of Lattice Heat Capacity

    The Debye Model of Lattice Heat Capacity

  • Phys 446: Solid State Physics / Optical Properties Lattice Vibrations

    Phys 446: Solid State Physics / Optical Properties Lattice Vibrations

  • Pdf

    Pdf

  • Intermediate Statistics in Thermoelectric Properties of Solids

    Intermediate Statistics in Thermoelectric Properties of Solids

  • Arxiv:1608.06287V1 [Hep-Th] 22 Aug 2016 Published in Int

    Arxiv:1608.06287V1 [Hep-Th] 22 Aug 2016 Published in Int

  • Quantum Phases and Spin Liquid Properties of 1T-Tas2 ✉ Samuel Mañas-Valero 1, Benjamin M

    Quantum Phases and Spin Liquid Properties of 1T-Tas2 ✉ Samuel Mañas-Valero 1, Benjamin M

  • Multicritical Nambu-Goldstone Modes and Nonrelativistic Naturalness

    Multicritical Nambu-Goldstone Modes and Nonrelativistic Naturalness

  • The Debye Model Professor Stephen Sweeney

    The Debye Model Professor Stephen Sweeney

  • The Phonon Heat Capacity for 1D, 2D and 3D System Masaatsugu Sei Suzuki Department of Physics, SUNY at Binghamton (Date: September 29, 2018)

    The Phonon Heat Capacity for 1D, 2D and 3D System Masaatsugu Sei Suzuki Department of Physics, SUNY at Binghamton (Date: September 29, 2018)

  • Contributions of Debye Functions to Bosons and Its Applications on Some Nd Metals, Part Ii

    Contributions of Debye Functions to Bosons and Its Applications on Some Nd Metals, Part Ii

  • Subtle Metastability of the Layered Magnetic Topological Insulator

    Subtle Metastability of the Layered Magnetic Topological Insulator

  • §6 – Free Electron Gas : §6 – Free Electron Gas

    §6 – Free Electron Gas : §6 – Free Electron Gas

  • Statistical Physics

    Statistical Physics

  • Statistical Physics University of Cambridge Part II Mathematical Tripos

    Statistical Physics University of Cambridge Part II Mathematical Tripos

  • Lattice Heat Capacity of Crystals: a Q-Oscillator Debye Model

    Lattice Heat Capacity of Crystals: a Q-Oscillator Debye Model

  • How Good Is the Debye Model for Nanocrystals?

    How Good Is the Debye Model for Nanocrystals?

Top View
  • Emergent Spin-Liquid-Like State in the Bond-Disordered Breathing Pyrochlore
  • The Electron–Phonon Coupling at the Mo(112) Surface
  • Phys 140A Lecture 13–Einstein Model, Thermal Expansion
  • Holographic Plasmon Relaxation with and Without Broken Translations
  • Thermal Properties of Phonons
  • Studi Metodologiczne 39.Pdf
  • The Lattice Specific Heat Statistical Thermodynamics of Solids
  • Solid State Physics PHONON HEAT CAPACITY
  • Thermal Physics: Problem Set #8 Quantum Statistics II (Photons and Ideal Boson Systems)
  • SUPPLEMENTARY MATERIAL Deviations from the Best-Fit Line In
  • Statistical Physics
  • The Phonon Heat Capacity for 2D and 3D Systems Masatsugu Sei Suzuki Department of Physics, SUNY at Binghamton (Date: December 25, 2017)
  • Thermodynamic Assessment of the Cesium–Oxygen System by Coupling Density Functional Theory and CALPHAD Approaches
  • Permutation Phase and Gentile Statistics
  • Lecture 12: Phonon Heat Capacity
  • International Centre for Theoretical Physics 9-24
  • Solid State Physics
  • Structural, Thermal, Magnetic and Electronic Transport Properties Of


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