The Ultra Relativistic Maxwell and Proca Equations
Venkata Aditya Cherikuri, B.G.Sidharth
TL;DR
This paper explores the ultra-relativistic limit of the Proca and Maxwell equations, revealing additional parity non-conserving terms and analyzing their implications for massive electromagnetism.
Contribution
It introduces a modified Proca equation incorporating parity non-conservation in the ultra-relativistic regime using Snyder-Sidharth Hamiltonian.
Findings
Identification of parity non-conserving terms in the ultra-relativistic Proca equation
Implications for the behavior of massive photons at high energies
Potential impacts on electromagnetic theory and particle physics
Abstract
We consider the Proca equation which is the Maxwell equation of electromagnetism for a massive particle, in the ultra relativistic limit using Snyder-Sidharth Hamiltonian. There is now an extra parity non-conserving term and we investigate the consequence both for the Proca equation and the Maxwell equation.
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Taxonomy
TopicsQuantum and Classical Electrodynamics · Algebraic and Geometric Analysis · Quantum Mechanics and Applications