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1.

図書
図書
1. Classical electrodynamics : a modern perspective
Kurt Lechner
出版情報: [Cham] : Springer, c2018  xix, 688 p. ; 25 cm
シリーズ名: Unitext for physics
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2.

図書
図書
2. Quantum theory from first principles : an informational approach (: Hardback)
Giacomo Mauro D'Ariano, Giulio Chiribella, Paolo Perinotti
出版情報: Cambridge, United Kingdom : Cambridge University Press, 2017  xv, 342 p. ; 26 cm
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3.

図書
図書
3. Six impossible things : the mystery of the quantum world
John Gribbin
出版情報: Cambridge, Mass. : MIT Press, c2019  xi, 90 p. ; 21 cm
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4.

図書
図書
4. Fundamentals. 2nd ed
Jochen Pade
出版情報: [Cham] : Springer, c2018  xxiii,,522 p. ; 24 cm
シリーズ名: Undergraduate lecture notes in physics ; . Quantum Mechanics for Pedestrians ; 1
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5.

図書
図書
5. Applications and extensions. 2nd ed
Jochen Pade
出版情報: [Cham] : Springer, c2018  xxiii, 586 p. ; 24 cm
シリーズ名: Undergraduate lecture notes in physics ; . Quantum Mechanics for Pedestrians ; 2
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6.

図書
図書
6. Quantum mechanics : theory, analysis, and applications
Arbab Ibrahim Arbab, editor
出版情報: New York : Nova Science Publishers, c2018  xiii, 289 p. ; 26 cm
シリーズ名: Classical and quantum mechanics series
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7.

図書
図書
7. Thermodynamics in the quantum regime : fundamental aspects and new directions
Felix Binder ... [et al.], editors
出版情報: [Cham] : Springer, c2018  xii, 998 p. ; 25 cm
シリーズ名: Fundamental theories of physics ; v. 195
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8.

図書
図書
8. The quantum world
Michel le Bellac
出版情報: Singapore : World Scientific, c2014  xvii, 238 p. ; 23 cm
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9.

図書
図書
9. Introductory quantum mechanics for semiconductor nanotechnology
Dae Mann Kim
出版情報: Weinheim : Wiley-VCH, c2010  xv, 447 p. ; 25 cm
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目次情報: 続きを見る
Brief Review of Classical Theories
Harmonic Oscillator
Boltzmann Transport Equation
Maxwell's Equations
Milestone Discoveries and Old Quantum Theory
Blackbody Radiation and Quantum of Energy
Specific Heat of Solids
Photoelectric Effects
Compton Scattering
Duality of Matter
Bohr?s H-Atom Theory
Schrodinger Equation and Operator Algebra
Schrodinger Equation
Momentum Eigenfunction and Fourier Series
Hermitian Operator and Bra Ket Notations
Orthgonality and Completeness of Eigenfunctions
Basic Postulates of Quantum Mechanics
Commutation Relations
Conjugate Variables and Uncertainty Relation
Operator Equation of Motion and Ehrenfest Theorem
Particle in Potential Well
Infinite Square Well Potential
Particle in 3-D Box
Density of States: 1-D, 2-D and 3-D
Particle in Quantum Well
Particle in Delta Function Potential Well
Quantum Well and Wire
Scattering of a Particle at 1-D Potentials
Scattering at Step Potential
Scattering at Quantum Well
Tunneling and Its Applications
Tunneling across Square Potential Barrier
Fowler-Nordheim and Direct Tunneling
Resonant Tunneling
The Applications of Tunneling
Periodic Potentials and Energy Bands
1-D Crystal and Kronig-Penny Model
E-k Dispersion and Energy Bands
Energy Bands and Resonant Tunneling
The Harmonic Oscillator
Energy Eigenequation
The Properties of Energy Eigenfunction
The Operator Treatment
The Angular Momentum
Angualr Momentum Operators
Eigenfunctions and Spherical Harmonics
The Hydrogen Atom: The Schrodinger Treatment
Two-Body Central Force Problem
The Hydrogen Atom
The Atomic Orbital
Virial Theorm and Doppler Shift
System of Identical Particles and Many-Electron Atoms
Two Electron System
Two Spin 1/2 System
The Helium Atom
The Periodic Table and the Structure of Atoms
Molecules and Chemical Bonds
The Ionized Hydrogen Molecule
The Hydrogen Molecule
Ionic Bond and Van der Waals Attraction
The Perturbation Theory
Time Independent Perturbation in Non-Degenerate Systems
Time Dependent Perturbation Theory
Atom - Field Interaction
Field Quantization
Atom -
Field Interaction
Driven, Damped Two Level Atom
Interaction Between Em Waves and Optical Media
Attenuation and Dispersion of Waves
Density Matrix and Ensemble Averaging
Laser Devices
Quantum Statistics
General Background and Three Kinds of Particles
Statistics for Distinguishable particles
Statistics for Fermions and Fermi Distribution Function
Statistics for Boson and Bose Einstein Distribution
Semiconductor Statistics
Carrier Densities in Intrinsic Semiconductors
Carrier Densities in Extrinsic Semiconductors
Fermi Level in Extrinsic Semiconductors
Charge Transport in Semiconductors
Drift and Diffusion Currents
Transport Coefficients
Equilibrium and Non-Equilibrium
Recombination and Generation Currents
P-N Junction Diode
The Junction Interface in Equilibrium
The Junction Interface Under Bias
The Diode I-V
Applications of P-N Junction Diodes
The Bipolar Junction Transistor: Device Physics and Technology
Bipolar Junction Transistor: Overview
The Physics of Transistor Action
Ebers Moll Equations
Base Transit Time and Charge Control Model
Metal Oxide Silicon Field Effect Transistors (Mosfet) I: Overview of Device Behavior and Applications
MOSFET: Overview
Charge Control and Metal-Oxide-Silicon System
NMOS I-V
Applications of MOSFET
Metal Oxide Silicon Field Effect Transistors (Mosfet) Ii: Device Scaling and Schottky Contact
Device Scaling: Physical issues and Limitations
Metal - Semiconductor Contacts
The I-V Behavior in Metal - Semiconductor Contacts
Brief Review of Classical Theories
Harmonic Oscillator
Boltzmann Transport Equation
10.

図書
図書
10. Quantum mechanics and path integrals. Emended ed
Richard P. Feynman, Albert R. Hibbs ; emended by Daniel F. Styer
出版情報: Mineola, N.Y. : Dover Publications, 2010  xii, 371 p. ; 24 cm
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目次情報: 続きを見る
Preface
Preface to Emended Edition
The Fundamental Concepts of Quantum Mechanics / Chapter 1：
Probability in quantum mechanics / 1-1：
The uncertainty principle / 1-2：
Interfering alternatives / 1-3：
Summary of probability concepts / 1-4：
Some remaining thoughts / 1-5：
The purpose of this book / 1-6：
The Quantum-mechanical Law of Motion / Chapter 2：
The classical action / 2-1：
The quantum-mechanical amplitude / 2-2：
The classical limit / 2-3：
The sum over paths / 2-4：
Events occurring in succession / 2-5：
Some remarks / 2-6：
Developing the Concepts with Special Examples / Chapter 3：
The free particle / 3-1：
Diffraction through a slit / 3-2：
Results for a sharp-edged slit / 3-3：
The wave function / 3-4：
Gaussian integrals / 3-5：
Motion in a potential field / 3-6：
Systems with many variables / 3-7：
Separable systems / 3-8：
The path integral as a functional / 3-9：
Interaction of a particle and a harmonic oscillator / 3-10：
Evaluation of path integrals by Fourier series / 3-11：
The Schrödinger Description of Quantum Mechanics / Chapter 4：
The Schrödinger equation / 4-1：
The time-independent hamiltonian / 4-2：
Normalizing the free-particle wave functions / 4-3：
Measurements and Operators / Chapter 5：
The momentum representation / 5-1：
Measurement of quantum-mechanical variables / 5-2：
Operators / 5-3：
The Perturbation Method in Quantum Mechanics / Chapter 6：
The perturbation expansion / 6-1：
An integral equation for KV / 6-2：
An expansion for the wave function / 6-3：
The scattering of an electron by an atom / 6-4：
Time-dependent perturbations and transition amplitudes / 6-5：
Transition Elements / Chapter 7：
Definition of the transition element / 7-1：
Functional derivatives / 7-2：
Transition elements of some special functionals / 7-3：
General results for quadratic actions / 7-4：
Transition elements and the operator notation / 7-5：
The perturbation series for a vector potential / 7-6：
The hamiltonian / 7-7：
Harmonic Oscillators / Chapter 8：
The simple harmonic oscillator / 8-1：
The polyatomic molecule / 8-2：
Normal coordinates / 8-3：
The one-dimensional crystal / 8-4：
The approximation of continuity / 8-5：
Quantum mechanics of a line of atoms / 8-6：
The three-dimensional crystal / 8-7：
Quantum field theory / 8-8：
The forced harmonic oscillator / 8-9：
Quantum Electrodynamics / Chapter 9：
Classical electrodynamics / 9-1：
The quantum mechanics of the rediation field / 9-2：
The ground state / 9-3：
Interaction of field and matter / 9-4：
A single electron in a radiative field / 9-5：
The Lamb shift / 9-6：
The emission of light / 9-7：
Summary / 9-8：
Statistical Mechanics / Chapter 10：
The partition function / 10-1：
The path integral evaluation / 10-2：
Quantum-mechanical effects / 10-3：
Systems of several variables / 10-4：
Remarks on methods of derivation / 10-5：
The Variational Method / Chapter 11：
A minimum principle / 11-1：
An application of the variational method / 11-2：
The standard variational principle / 11-3：
Slow electrons in a polar crystal / 11-4：
Other Problems in Probability / Chapter 12：
Random pulses / 12-1：
Characteristic functions / 12-2：
Noise / 12-3：
Gaussian noise / 12-4：
Noise spectrum / 12-5：
Brownian motion / 12-6：
Quantum mechanics / 12-7：
Influence functionals / 12-8：
Influence functional from a harmonic oscillator / 12-9：
Conclusions / 12-10：
Appendix: Some Useful Definite Integrals
Appendix: Notes
Index
Preface
Preface to Emended Edition
The Fundamental Concepts of Quantum Mechanics / Chapter 1：
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