TITLE:
A Quantum Electrogravitic Coupled Gauge Theory
AUTHORS:
Daniel Kovach
KEYWORDS:
Quantum Electrogravitics, Gauge Theory, Gravitomagnetic Maxwell Equations, Spin-1 Graviton
JOURNAL NAME:
International Journal of Modern Nonlinear Theory and Application,
Vol.15 No.2,
June
23,
2026
ABSTRACT: We present a quantum electrogravitics (QEG) theory in which gravity emerges as a
U(
1
)
gauge interaction fully analogous to electromagnetism. Starting from the relativistic velocity dependence of gravitational mass, we derive a Lorentz-like gravitational force, an implied field-strength tensor
G
μν
, and a complete set of gravitomagnetic Maxwell equations. Quantization yields both uncoupled and coupled
U(
1
)×U(
1
)
theories whose tree-level potentials recover Coulomb’s and Newton’s laws. The coupled version naturally produces an
E
2
interaction term that matches the functional form observed in the Biefeld-Brown effect. The graviton appears as a massless spin-1 vector boson, and the entire framework remains fully calculable and renormalizable. This approach offers a concrete, experimentally testable unification of the long-range forces within a single quantum field-theoretic structure.