1st Edition

Self-Field Theory A New Mathematical Description of Physics

By Tony Fleming Copyright 2012
    276 Pages 30 Color & 43 B/W Illustrations
    by Jenny Stanford Publishing

    This is the first text to be written on the topic of Self-Field Theory (SFT), a new mathematical description of physics distinct from quantum field theory, the physical theory of choice by physicists at the present time. SFT is a recent development that has evolved from the classical electromagnetics of the electron’s self-fields that were studied by Abraham and Lorentz in 1903-04. Due to its bi-spinorial motions for particles and fields that obviate uncertainty, SFT is capable of obtaining closed-form solution for all atomic structures rather than the probabilistic solutions of QFT.

    Introduction
    Classical Origins
    1671–1903
    1903–2010
    Self-Field Theory
    Introduction
    Self-Field Theory
    Solving Maxwell’s Equations Using Bi-spinors
    The Hydrogen Atom: Principal Mode
    Forces and Energies of the Principal Mode
    Analytic Solution for Infinite Mass Proton
    Complete Azimuthal Mode Solution: Balmer Formula
    Stability
    The Proton’s Motion in the Hydrogen Atom
    Comparison of EMSFT Solution with Other Field Solutions
    Planck’s Constant
    SFT and Its Applications to Other Physical Phenomena
    SFT Gravitational Model Based on Dielectromagnetics
    Strong Nuclear Fields
    Photonic States and Compounds
    The Photon
    Introduction
    Analytic Estimate for the Mass of the Photon
    Spin and Elementary Particles
    Electron–Proton Shells and the Pauli’s Exclusion Principle
    Boson Structure
    Gravitational Structure of the Universe
    Photon Transit Across the Cosmos and Cosmic SFT Binaries
    The Phonon
    Introduction
    Brief Outline of Recent Acoustic and Vibrational Research
    The Phonon and Cosmology
    Solving the Equations of Electromagnetoacoustics
    Self-Field Theory: A Mathematical Model of Physics
    Repairing Past Inaccuracies
    Appendix A: Mathematical Preliminaries
    Solving Maxwell’s Partial Differential Equations
    Electromagnetic Particle and Field Motions Described via Spinors
    Centre-of-Motion E- and H-Fields
    Imaginary Numbers in 4-D Coordinate Systems
    The Condition for Zero Nett Radiation by Dipole Antennas
    The Condition for Zero Nett Radiation in Atoms
    Uncertainty
    Over-constraint of Classical and Quantum EM Equations
    Appendix B: Comments on Physical Constants, Equations, and Standards
    Appendix C: Self-Field Theory: New Photonic Insights
    The Equations of CEM, QFT, and SFT
    The Electric and Magnetic Fields of CEM, QFT, and SFT
    Appendix D: Frequently Asked Questions
    Appendix E: The Search for a General Physical Mathematics
    Single-Time and Single-Coordinate Data. Determining the Velocity of a Rod Based on the Readings of the Synchronized Clocks Appurtenant to It
    Relation of Rod Velocity and Coordinate Uncertainties Calculated Using Single-Time Data
    Relation of Rod Energy and Time Uncertainties Calculated Using Single-Coordinate Data
    A Physical Clock. Relation of the Impulse and Coordinate Uncertainties of a Spatially Extended Body
    Conclusion

    Biography

    Tony Fleming