Newton-Fermi versus Fermi-Planck compactification: superunification by scaling electrical with earth-bound gravitational forces

TL;DR

This paper proposes a novel approach to unifying gravitational and electromagnetic forces by scaling electrical potentials with Earth's gravity, suggesting a scale factor of about 2pi and implications for fundamental physics.

Contribution

It introduces a new relative scaling method linking electrical and gravitational forces based on classical equilibrium, proposing a unification scale factor near 2pi.

Findings

Unification scale factor approximates 2pi.

Gravitational forces are weak electromagnetic forces.

Earth-bound gravitational energy relates to atomic interactions.

Abstract

Absolute scaling electrical with gravitational forces has remained unsuccessful until today. Using recent results on scaling spectroscopic constants, we now scale the internal electrical potential of a two particle system by its gravitational potential at the surface of the earth. This relative scaling is based upon classical equilibrium conditions. Compactifying earth-bound gravitaion (the Newton-scale) to the Fermi-scale in particle interacions is of the same order as going down from the latter to the Plank-scale. The unification scale factor for gravitational and electromagnetic forces is of the order of 2pi. The unification scale factor for two vibrating particles is the reciprocal of Sommerfeld's fine structure constant (deviation < 0.2 %)and gravitational forces are weak electromagnetic forces. The earth-bound bravitational energy asymptote is the natural unit for the relativistic fine structure and the magnetic spin-orbit interaction in atoms. Maybe, in the Standard Model and beyond, one has been looking in the wrong direction for compactification to attempt superunification.