Authors: Jerry L. Decker
A first attempt to extend Polarizable Vacuum theory of Harold Puthoff and others to high speed in deep space quickly failed the test of special relativity for all velocities other than zero. The mass function of PV theory was found to be the main cause of failure, while Puthoff’s choice of invariant Planck constant was a second limitation. Calculations at high velocity suggested the Puthoff mass function is not in agreement with his choice invariant Planck constant. A new mass function was derived in the Puthoff system holding Planck constant invariant with high speed. Further modification to PV theory is proposed for consistency with Heisenberg Uncertainty principle in exchange of kinetic energy with the vacuum. Planck constant was allowed to vary slowly with stress energy, based on work by Niels Bohr in 1949. Relativistic factors were calculated for extending the theory to high speed in deep space transport vehicles. Both modifications are used to predict a polarization in the vacuum can arise from high speed of prolonged acceleration, resulting in localized stress energy curvature of space. A weakness of PV theory is removed by offering high speed as a source of vacuum polarization to supplement the previous suggestions for field effect generators of the future. A third modification to PV theory was attempted to adjust energy and variation of Planck constant for agreement with the Puthoff mass function. Results were not in compliance with established principles of energy and momentum derived from accelerator experiments. The Puthoff mass function was not retained in any conclusion of velocity greater than zero, or expressed in the graphical presentation of results. In reasonable agreement with LIGO published data on merging black holes, mass energy conversion to kinetic energy is predicted to occur at high speed in the frame of action, although long standing theories require the opposite to appear in the frame of a distant observer.
Comments: 12 Pages. Mass conversion locally to kinetic energy at high speed
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