The Derivation of Gravity from The Uncertainty Principle Introducing The Maxwell Temporal Field (original) (raw)

2021, The Derivation of Gravity from the Uncertainty Principle

+ It is demonstrated that the transformation of observable quantities due to the space-time metric, are reproducible in the Standard Model of particle physics, and derivable from the constraints of the Heisenberg uncertainty principle. + The equivalence between obeying these constraints, and the effects attributed to the space-time metric using the Schwarzschild solution of General Relativity (GR) and the Polarizable Vacuum (PV) Model of gravity are shown and tabulated. + The equivalence to the effects on matter in the Radiative Damping Model of gravity is also shown, along with how these quantities can be controlled by a scalar field consisting of random magnetic flux, whose density has been aptly named; The Maxwell Temporal Field. + The equivalencies shown herein, open the door for the control of gravity, and anti-gravity and offers the potential for warp drive propulsion technology and devices, utilizing electromagnetic (EM) field potentials, to control the rate at which time passes.