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Der Autor dieses Lehrbuchs ist seit über 25 Jahren Dozent für Quantenmechanik in den Fachrichtungen Elektrotechnik und Informatik. Das Fachbuch ist wissenschaftlich fundiert und gut geschrieben, überzeugt durch eine ausgewogene Darstellung notwendiger formaler Mathematik und Text.
Die Einführung fasst die Grundkonzepte der klassischen Physik zusammen und stellt einiger ihrer Versäumnisse heraus, die sich aus Phänomenen in Verbindung mit der Lichttechnik ergeben. Diese werden in den darauffolgenden drei Kapiteln ausführlich analysiert. Kapitel 5 geht über das Dualitätsprinzip hinaus und erläutert die Partikelkonzepte der Quantenmechanik sowie deren Folgen für die Elektrotechnik. In den Kapiteln 6 bis 8 werden die mathematischen Grundkonstruktionen beschrieben, mit denen sich der Zustand von Partikeln und deren Eigenschaften ableiten und vorhersagen lassen. Die beiden weiteren Kapitel zeigen zwei Beispiele hierfür mit Anwendungen von LEDs, Infrarotdetektoren, Quantenkaskadenlasern, Zener-Dioden und Flash-Speichern. In den letzten Kapiteln werden die Folgen der Quantenmechanik für die chemischen Eigenschaften von Atomen und anderen, aus vielen Elektronen bestehenden Systemen erörtert, abgerundet durch einen kurzen Einblick in die möglichen Hardwarekomponenten für die Quanteninformationsverarbeitung.
Zu den vielfältigen didaktischen Merkmalen gehören auch Lernziele, Kapitelzusammenfassungen, Fragen zur Selbstüberprüfung sowie Problemlösungen. In den beiden Anhängen sind die notwendigen Kenntnisse der klassischen Physik und Mathematik zusammengefasst.
Auteur
Peter Deak is currently Professor of Theoretical Semiconductor Physics at the University of Bremen, Germany, and head of the Electronic Materials Group in the Bremen Center of Computational Materials Science. After obtaining his PhD at the Eotvos University of Budapest, Hungary, and post-doctoral positions at SUNY, Albany, the Max Planck Institute for Solid State Research in Stuttgart and the University of Kaiserslautern, Germany, he obtained a tenure as professor of surface physics at the Budapest Institute of Technology and Economics in 1993. He relocated to Germany in 2003 where he took up his current position in Bremen. Peter Deak has more than 25 years of experience in teaching physics to undergraduates of electrical engineering and informatics.
Résumé
Quantum mechanics (QM) is latently present in the life of electrical engineers already, since the hardware of todays information technology - from electrical data processing, through interconversion of electronic and optical information, to data storage and visualization - works on QM principles. New developments in micro- and opto-electronics and the advent of quantum information processing will soon make the active understanding of QM unavoidable for engineers, too. Unfortunately, the principles of QM can only be formulated mathematically, so even introductory books on the subject are mostly rather abstract. This book, written mainly for BSc students, tries to help the reader by showing "QM in action", demonstrating its surprising effects directly in applications, like lighting technology, lasers, photo- and solar cells, flash memories and quantum bits.
While the axioms and basic concepts of quantum mechanics are introduced without compromises, the math is kept at a level which is required from electrical engineers anyhow. Computational work is spared by the use of Applets which also visualize the results. Among the host of other didactic features are learning objectives, chapter summaries, self-testing questions, and problems with solutions, while two appendices summarize the knowledge in classical physics and mathematics which is needed for this book.
Contenu
Preface xiii
1 Introduction: Classical Physics and the Physics of Information Technology 1
1.1 The Perception of Matter in Classical Physics: Particles and Waves 1
1.2 Axioms of Classical Physics 2
1.3 Status and Effect of Classical Physics by the End of the Nineteenth Century 3
1.4 Physics Background of the High-Tech Era 6
1.5 Developments in Physics Reflected by the Development of Lighting Technology 7
1.6 The Demand for Physics in Electrical Engineering and Informatics: Today and Tomorrow 11
1.7 Questions and Exercises 13
2 Blackbody Radiation: The Physics of the Light Bulb and of the Pyrometer 15
2.1 Electromagnetic Radiation of Heated Bodies 15
2.2 Electromagnetic Field in Equilibrium with theWalls of a Metal Box 17
2.3 Determination of the Average Energy per Degree of Freedom. Planck's Law 18
2.4 Practical Applications of Planck's Law for the Blackbody Radiation 19
2.5 Significance of Planck's Law for the Physics 21
2.6 Questions and Exercises 22
3 Photons: The Physics of Lasers 25
3.1 The Photoelectric Effect 25
3.2 Practical Applications of the Photoelectric Effect (Photocell, Solar Cell, Chemical Analysis) 27
3.3 The Compton Effect 28
3.4 The Photon Hypothesis of Einstein 29
3.5 Planck's Law and the Photons. Stimulated Emission 30
3.6 The Laser 31
3.7 Questions and Exercises 34
4 Electrons: The Physics of the Discharge Lamps 37
4.1 Fluorescent Lamp 37
4.2 FranckHertz Experiment 38
4.3 Bohr's Model of the Hydrogen Atom: Energy Quantization 40
4.4 Practical Consequences of the Energy Quantization for Discharge Lamps 42
4.5 The de Broglie Hypothesis 45
4.6 The DavissonGermer Experiment 46
4.7 WaveParticle Dualism of the Electron 47
4.8 Questions and Exercises 48
5 The Particle Concept of Quantum Mechanics 51
5.1 Particles andWaves in Classical Physics 51
5.2 Double-Slit Experiment with a Single Electron 53
5.3 The BornJordan Interpretation of the ElectronWave 55
5.4 Heisenberg's Uncertainty Principle 55
5.5 Particle Concept of Quantum Mechanics 56
5.6 The Scale Dependence of Physics 57
5.7 Toward a New Physics 58
5.8 The Significance of ElectronWaves for Electrical Engineering 59
5.9 Displaying ElectronWaves 60
5.10 Questions and Exercises 61
6 Measurement in Quantum Mechanics. Postulates 13 63
6.1 Physical Restrictions for theWave Function of an Electron 64
6.2 Mathematical Definitions and Laws Related to theWave
6.3 Mathematical Representation of the Measurement by
6.4 Mathematical Definitions and Laws Related to Operators 67
6.5 Measurement in Quantum Mechanics 68
7 Observables in Quantum Mechanics. Postulates 4 and 5. The Relation of Classical and Quantum Mechanics 75
7.1 The Canonical Commutation Relations of Heisenberg 75
7.2 The Choice of Operators by Schrodinger 76
7.3 Vector Operator of the Angular Momentum 77
7.4 Energy Operators and the Schrodinger Equation 78
7.5 Time Evolution of Observables 79
7.6 The EhrenfestTheorem 81
7.7 Questions and Exercises 82
8 Quantum Mechanical States 85
8.1 Eigenstates of Position 85
8.2 Eigenstates of Momentum 87
8.3 Eigenstates of Energy Stationary States 88
8.4 Free Motion 90
8.5 Bound States 92
8.6 Questions and Exercises 94
9 The QuantumWell: the Basis of Modern Light-Emitting Diodes (LEDs) 97
9.1 Quantum-Well LEDs 97
9.2 Energy Eigenvalues in a Finite QuantumWell 99
9.3 Applications in LEDs and in Detectors 103
9.4 Stationary States in a Finite QuantumWell 103
9.5 The Infinite QuantumWell 104 9.6 Comparison to a Classical Particle in a Box 10...