Introductory Applied Quantum and Statistical Physics
(Sprache: Englisch)
Dieses Lehrbuch der Quantenmechanik ist nicht für Physiker, sondern vorrangig für Elektroingenieure und Materialwissenschaftler gedacht. Entsprechend werden die theoretischen Konzepte durch praxisrelevante Beispiele, etwa aus der Halbleiterherstellung oder...
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Dieses Lehrbuch der Quantenmechanik ist nicht für Physiker, sondern vorrangig für Elektroingenieure und Materialwissenschaftler gedacht. Entsprechend werden die theoretischen Konzepte durch praxisrelevante Beispiele, etwa aus der Halbleiterherstellung oder der Entwicklung von Quantencomputern, illustriert. Mit durchgearbeiteten Beispielen und Kontrollfragen für das Selbststudium; ein Lösungsheft ist erhältlich.
Klappentext zu „Introductory Applied Quantum and Statistical Physics “
* An applied focus for electrical engineers and materials scientists.* Theoretical results supported with real-world systems and applications.
* Includes worked examples and self-study questions.
* Solutions manual available.
Inhaltsverzeichnis zu „Introductory Applied Quantum and Statistical Physics “
IntroductionPART I: FOUNDATIONS
1. Particles and Waves
2. Probability Amplitudes
3. The Origins of Quantum Mechanics
4. The Schrödinger Equation and Wave Packet Solutions
5. Operators, Expectation Values, and Ehrenfest's Theorem
PART II: THE TIME-INDEPENDENT SCHRÖDINGER EQUATION
6. Eigenfunctions and Eigenvalues
7. Piecewise Constant Potentials: I
8. Piecewise Constant Potentials: II
PART III: THE SIMPLE HARMONIC OSCILLATOR
9. The Simple Harmonic Oscillator I
10. The Simple Harmonic Oscillator II: Operators
11. The Simple Harmonic Oscillator III: Wave Packet Solutions
12. The Quantum LC Circuit
PART IV: USEFUL APPROXIMATIONS
13. Overview of Approximate Methods for Eigenfunctions
14. The WKB Approximation
15. The Variational Method
16. Finite Basis Approximation
PART V: THE TWO-LEVEL SYSTEM
17. The Two-level System with Static Coupling
18. Th e Two-level System with Dynamical Coupling
19. Coupld Two-level System and Simple Harmonic Oscillator
PART VI: QUANTUM SYSTEMS WITH MANY DEGREES OF FREEDOM
20. Problems in More than One Dimension
21. Electromagnetic Field Quantization I: Resonator Fields
22. Electromagnetic Field Quantization II: Free-space Fields
23. The Density of States
24. The Golden Rules: The Calculation of Transition Raes
PART VII: STATISTICAL MECHANICS
25. Basic Concepts of Statistical Mechanics
26. Microscopic Quantum Systems in Equilibrium with a Reservoir
27. Statistical Models Applied to Metals and Semiconductors
PART VIII: HYDROGEN ATOM, HELIUM ATOM, AND MOLECULAR HYDROGEN
28. The Hydrogen Atom I: The Classical Problems
29. The Hydrogen Atom II: The Quantum Problem
30. The Hydrogen Atom III: Applications
31. Two-Electron Atoms and Ions
32. Molecular Hydrogen I: H2+ and H2 Electronic Orbitals
33. Molecular Hydrogen II: Vibrational and Rotational States
PART IX: APPENDICES
Appendix A: Gaussian Integrals
Appendix B: The
... mehr
Fourier Transform of a Plane Wave
Appendix C: The Probability Flux
Appendix D: The Cascaded Matrix Method
Appendix E: The Creation Operator Raises the Index
Appendix F: Canonical Quantization
Appendix G: Wave Packet Incident on a "Gentle" Potential Step
Appendix H: The WKB Representation for Allowed Regions
Appendix I: The WKB Representation for Forbidden Regions
Appendix J: Matrix Elements for the Quartic Well
Appendix K: Normalization, and the Unity Operator
Appendix L: The Density Operator and Density Matrix
Appendix M: The Two-level System Hamiltonian
Appendix N: Thinking about Dirac Notation
Appendix O: Coordinate Rotation and the Two-dimensional SHO
Appendix P: Conservation Law for the Electromagnetic Energy Density
Appendix Q: The Grand Partition Function
Appendix R: Analytic Results for Metals Properties
Appendix S: Saha Equilibrium for a Hydrogen Plasma
Appendix T: Nuclear Magnetic Resonance
Appendix U: The Atomic Force Microscope
Appendix V: The Heisenberg Picture
References
Index
Appendix C: The Probability Flux
Appendix D: The Cascaded Matrix Method
Appendix E: The Creation Operator Raises the Index
Appendix F: Canonical Quantization
Appendix G: Wave Packet Incident on a "Gentle" Potential Step
Appendix H: The WKB Representation for Allowed Regions
Appendix I: The WKB Representation for Forbidden Regions
Appendix J: Matrix Elements for the Quartic Well
Appendix K: Normalization, and the Unity Operator
Appendix L: The Density Operator and Density Matrix
Appendix M: The Two-level System Hamiltonian
Appendix N: Thinking about Dirac Notation
Appendix O: Coordinate Rotation and the Two-dimensional SHO
Appendix P: Conservation Law for the Electromagnetic Energy Density
Appendix Q: The Grand Partition Function
Appendix R: Analytic Results for Metals Properties
Appendix S: Saha Equilibrium for a Hydrogen Plasma
Appendix T: Nuclear Magnetic Resonance
Appendix U: The Atomic Force Microscope
Appendix V: The Heisenberg Picture
References
Index
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Autoren-Porträt von Peter L. Hagelstein, Stephen D. Senturia, Terry P. Orlando
Peter L. Hagelstein is an associate professor in the Department of Electrical Engineering and Computer Science at MIT. He is a principal investigator in the Optics and Quantum Electronics Group of the Research Laboratory of Electronics.
Bibliographische Angaben
- Autoren: Peter L. Hagelstein , Stephen D. Senturia , Terry P. Orlando
- 2004, 1. Auflage, 800 Seiten, Maße: 16,4 x 23,6 cm, Gebunden, Englisch
- Verlag: Wiley & Sons
- ISBN-10: 0471202762
- ISBN-13: 9780471202769
Sprache:
Englisch
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