
Horizons in World Physics. Volume 296
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Content
- Intro
- Contents
- Preface
- Chapter 1
- Man-Made Electromagnetic Radiation Is Not Quantized
- Abstract
- 1. Introduction
- 2. Photons versus Continuous Waves
- 3. Line versus Continuous Spectra
- 4. Differences between Natural and Man-Made EMFs/EMR
- 5. Examination of Facts Related with EMF/EMR Quantization
- 5.1. Planck's Postulates and Interpretation of the "Black Body" Spectra
- 5.2. Quantization Rules for Bound Microparticles and Explanation of the Atomic Spectra
- Bohr Rules for the Hydrogen Atom
- The Sommerfeld-Wilson Generalized Quantization Condition
- The Schroedinger Equation
- 5.3. Quantization Extrapolated from Bound to Free Microparticles
- 5.4. The Relativistic Wave Equation for a Free Particle
- The Klein-Gordon Equation
- The Dirac Equation
- 6. The "Quantization" of the EMF by Mathematical Operations
- 7. Photons at Frequencies Below Infrared. Do They Exist?
- 7.1. Free Electron Acceleration in Metals due to an Applied EMF
- 7.2. Microwave Generators
- 7.3. Atomic Transitions in the RF/Microwave Band
- 7.4. Microwaves Produced by "Qubits"
- 7.5. Antennae Spectra
- 8. Energy Loss Mechanisms of Man-Made EMR
- Discussion and Conclusion
- Acknowledgments
- Endorsement
- References
- Chapter 2
- NMR Measurements and All-Time Brownian Movement with Memory
- Abstract
- 1. Introduction
- 2. Limitations on the Current Calculations of the Diffusion Suppression Function
- 3. The Attenuation Function Revisited
- 4. Generalized Langevin Equation with Exponentially Decaying Noise and the NMR Induction Signal
- 5. Attenuation of the Spin Echo Signal
- 6. Anomalous Diffusion
- 7. NMR and the Hydrodynamic Brownian Motion
- 8. NMR Signals within the Model of Fractional Brownian Motion
- Conclusion
- Acknowledgments
- References
- Chapter 3
- Electromagnetic Waves Generated by Quasi-Luminal Currents Accompanying Propagation of Ultrashort Laser Pulses
- Abstract
- 1. Introduction
- 2. Ad Hoc STTD Technique
- 2.1. Scalarization of the Initial Electromagnetic Problem
- 2.2. Incomplete Separation of Variables
- 2.2.1. General Relations for the Orthogonal Curvilinear Transverse Coordinates
- 2.2.2. Transverse Coordinate Separation
- 2.2.3. Constraint
- 2.2.4. Illustrative Examples
- 2.2.4.1. Wave Generation in Free Space, Circular Cylindrical Coordinates
- 2.2.4.2. Wave Generation in an Elliptical Waveguide, Elliptic Cylindrical Coordinates
- 2.3. Canonical Representation of the Resulting Problem
- 2.4. Solving the Cauchy Problem for the Transient Mode Coefficients
- 2.5. Final Solution for the Wavefunction and Conclusion
- 3. Toy Models of Wave Generation by Ultrashort Laser Pulses
- 3.1. Electromagnetic Pulses Generated by Laser Wakefield Accelerators
- 3.1.1. Problem Posing
- 3.1.2. Problem Solving
- 3.1.3. Solution Simplification
- 3.1.4. Solution Analysis
- 3.1.4.1. Time-Formed Pulse
- 3.1.4.2. Space-Formed Pulse
- 3.1.4.3. Concluding Remarks
- 3.1.5. Explicit Relations for the Magnetic Field
- 3.2. Launching Localized Directional Electromagnetic Pulses
- 3.2.1. Problem Posing
- 3.2.2. Problem Solving
- 3.2.3. Solution Analysis
- 3.2.4. Electromagnetic Filed Structure in the Far Zone
- 4. STTD versus Other Techniques
- 4.1. Green's Function Technique
- 4.2. Retarded Potentials
- Conclusion
- References
- Chapter 4
- Classical and Relativistic Laws of Motion for Spherical Supernovas
- Chapter 5
- Spectroscopy of Charmonium in the Framework of the Bethe-Salpeter Equation
- Index
- Blank Page
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