Quantum Electronics

Quantum Electronics

Basic Theory

1st Edition - January 1, 1969

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  • Authors: V. M. Fain, Ya. I. Khanin
  • eBook ISBN: 9781483147871

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Description

Quantum Electronics, Volume 1: Basic Theory is a condensed and generalized description of the many research and rapid progress done on the subject. It is translated from the Russian language. The volume describes the basic theory of quantum electronics, and shows how the concepts and equations followed in quantum electronics arise from the basic principles of theoretical physics. The book then briefly discusses the interaction of an electromagnetic field with matter. The text also covers the quantum theory of relaxation process when a quantum system approaches an equilibrium state, and explains the role of the relaxation process in quantum electronics. The book then presents the possible quantum effects in ordinary electronics at very high frequencies and low temperature conditions. The behavior of quantum systems interacting in weak and strong fields and the equations of motion for two- and three-level systems are analyzed. The text also explains the theory of spontaneous and stimulated emission and this theory's association with classical theory. The book then takes up the development of lasers. The text explains that the laser's capability to generate concentrated electromagnetic fields with a very small spectral width can be used with the linear electro-optical effect, the Kerr effect, and the Faraday effect for better research. Readers with some knowledge in theoretical physics, particularly on quantum mechanics, will find this book valuable.

Table of Contents


  • Foreword

    Preface to the English Edition

    Introduction

    Volume 1. Basic Theory

    Chapter I. The Quantum Theory of the Interaction of Radiation with Matter

    1. The Basic Concepts of the Quantum Theory

    2. The change of Quantum State with Time

    3. The Quantum Theory of Fields in Ideal Resonators, Waveguides and Free Space

    4. The Interaction of Matter with a Field

    5. Non-Stationary Perturbation Theory. Transition Probability

    Chapter II. The Quantum Theory of Relaxation Processes

    6. General Properties of Irreversible Processes

    7. The Quantum Transport Equation in Γ-Space

    8. The Transport Equation in μ-Space

    9. The Principle of the Increase of Entropy

    10. The Transport Equation Description of Fluctuations

    Chapter III. Quantum Effects Appearing in the Interaction of Free Electrons with High-Frequency Fields in Resonators

    11. The Quantum Theory of Fields in Lossy Resonators

    12. Quantum Effects in the Interaction of Electrons with the Field in a Resonator

    13. Effects Connected with the Quantum Nature of the Motion of an Electron. Conclusions and Estimates

    Chapter IV. The Behavior of Quantum Systems in Weak Fields

    14. Susceptibility

    15. Symmetry Relations for the Susceptibility

    16. The Dispersion Relations

    17. The Fluctuation-Dissipation Theorem

    18. Multi-Level Systems. The Absorption Line Shape

    19. Two-Level Systems

    20. The Method of Moments. Spin-Spin Relaxation

    21. Cross-Relaxation

    Chapter V. The Behavior of Quantum Systems in Strong Fields

    22. The Non-Linear Properties of a Medium

    23. Two-Level Systems in a Strong Field

    24. Three-Level Systems

    25. Distributed Systems, Taking Account of the Motion of the Molecules

    Chapter VI. Spontaneous and Stimulated Emission

    26. The Concept of Spontaneous and Stimulated Emission

    27. The Classical Discussion

    28. The Quantum Theory of Spontaneous and Stimulated Emission in a System of Two-Level Molecules

    29. The Correspondence Principle

    30. General Expressions for the Intensities of Spontaneous and Stimulated Emission

    Chapter VII. Spontaneous and Stimulated Emission in Free Space

    31. Coherence during Spontaneous Emission

    32. Balance Equations and Transport Equations

    33. The Natural Width and Shift of the Emission Line

    34. Radiation from a System Whose Dimensions are much Larger than the Wavelength

    Chapter VIII. Emission in a Resonator

    35. The Fundamental Equations

    36. Free Motion (with no External Field)

    37. Stimulated and Spontaneous Emission in a Resonator

    Chapter IX. Non-Linear Effects in Optics

    38. Two-Quantum Processes. The Raman Effect, Stimulated and Spontaneous Emission

    39. The Propagation of Parametrically Coupled Electromagnetic Waves

    40. Stimulated Raman Emission

    Appendix I

    A.1. The Singular Functions δ(x), ζ(x) and Ρ/x

    References

    Index

    Volume 2. Maser Amplifiers and Oscillators

    Chapter X. Paramagnetic Maser Amplifiers

    41. Equations of Motion of a Paramagnetic Placed in a High-Frequency Field

    42. Susceptibility. The Shape of the Paramagnetic Resonance Line

    43. Methods of Inversion in Two-Level Paramagnetic Substances

    44. The Theory of the Resonator-Type Two-Level Amplifier

    45. The Theory of the Resonator-Type Three-Level Amplifier

    46. Four-Level Masers

    47. Practical Information on Resonator-Type Paramagnetic Amplifiers

    48. Multi-Resonator Amplifiers and Traveling-Wave Amplifiers

    49. Non-Linear and Non-Stationary Phenomena in Amplifiers

    50. Noise in Maser Amplifiers

    Chapter XI. Maser Oscillators for the Microwave Range

    51. Three-Level Paramagnetic Oscillator

    52. The Molecular Beam Oscillator

    53. Two-Level Solid-State Quantum Oscillators

    Chapter XII. Lasers

    54. Methods of Obtaining Negative Temperatures

    55. The Elements of Laser Theory

    56. Solid-State Lasers

    57. The Kinetics of Oscillation Processes in Solid-State Lasers

    58. Gas Lasers

    Appendix II. Laser Resonators

    A.2. General Theory

    A.3. Resonators with Spherical and Plane Mirrors

    Appendix III. The Spectra of Paramagnetic Crystals

    A.4. The Hamiltonian of a Paramagnetic Ion in a Crystal

    A.5. The States of a Free Many-Electron Atom

    A.6. Crystal Field Theory

    A.7. The Crystal Field Potential

    A.8. Crystal Field Matrix Elements

    A.9. The Splitting of the Energy Levels of a Single-Electron Ion in an Intermediate Field of Cubic Symmetry

    A.10. The Splitting of the Energy Levels of a Many-Electron Ion in an Intermediate Field of Cubic Symmetry

    A.11. The Optical Spectra of Paramagnetic Crystals

    A.12. Crystal Paramagnetic Resonance Spectra. The Spin Hamiltonian

    A.13. Calculating Spin Hamiltonian Levels

    References

    Index

Product details

  • No. of pages: 334
  • Language: English
  • Copyright: © Pergamon 1969
  • Published: January 1, 1969
  • Imprint: Pergamon
  • eBook ISBN: 9781483147871

About the Authors

V. M. Fain

Ya. I. Khanin

About the Editor

J. H. Sanders

Janet H. Sanders is an Associate Professor in the Department of Technology Systems at East Carolina University where her research focus includes quality, statistics, Lean Six Sigma, and process improvement methodologies. She has a BS in Ceramic Engineering, MS in Industrial Management, and a PhD in Industrial Engineering, and 30+ years of process improvement experience in various manufacturing, service, and healthcare industries.

Affiliations and Expertise

Associate Professor, East Carolina University, USA

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