A Travelling Wave Group III—Consistent with QED

The travelling wave group is a stable wave packet. Many surprising results are derived from it. The group is easily quantized for photons and applied, as a solution to the relativistic Klein-Gordon equation, to free particles. Further solutions to the resulting algebraic equation provide a stable wa...

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Bibliographic Details
Published in:Journal of modern physics 2014, Vol.5 (1), p.23-28
Main Author: Bourdillon, Antony J.
Format: Article
Language:English
Subjects:
Antiparticles
Consistency
Klein-Gordon equation
Mathematical analysis
Photons
Superstructures
Traveling waves
Wave functions
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Summary:The travelling wave group is a stable wave packet. Many surprising results are derived from it. The group is easily quantized for photons and applied, as a solution to the relativistic Klein-Gordon equation, to free particles. Further solutions to the resulting algebraic equation provide a stable wave function for free antiparticles. Consistency with the superstructure of quantum electrodynamics is obtained by an assignment to the electron antiparticle of negative mass and negative charge. Then in 5-dimensional space-time-mass, CPT invariance transforms to M'PT conservation in either charged or neutral particles, while many other consequences are also evident.
ISSN:2153-1196
2153-120X
DOI:10.4236/jmp.2014.51004