Wheeler's Gravitomagnetism Revisited I: A Purely Lorentz-Compton Approach to Vector Gravitational Waves and Trio-Holes
R. A. Latapiat, Galaxia Miranda, Nicolas A. Pereyra
Abstract
Open-access reader
R. A. Latapiat, Galaxia Miranda, Nicolas A. Pereyra
Abstract
Open-access reader
A theory of vector gravitational waves is presented on the basis of an additional gravitational field, recovering ideas that go back to H. A. Lorentz, field that A. Wheeler called ``gravitomagnetism''. The theory is independent of Einstein's General Relativity Theory, but is consistent with the Einstein-Lorentz framework of Special Relativity, so that the resulting equations are considered exact from the start, and not approximations valid for velocities small compared with the speed of light. A simple model of mass formation and presence of angular momentum started with a new type of singularity, ``trio-holes'', is exhibited.
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A theory of vector gravitational waves is presented on the basis of an additional gravitational field, recovering ideas that go back to H. A. Lorentz, field that A. Wheeler called ``gravitomagnetism''. The theory is independent of Einstein's General Relativity Theory, but is consistent with the Einstein-Lorentz framework of Special Relativity, so that the resulting equations are considered exact from the start, and not approximations valid for velocities small compared with the speed of light. A simple model of mass formation and presence of angular momentum started with a new type of singularity, ``trio-holes'', is exhibited.
Key concepts: Gravitoelectromagnetism, Physics, Lorentz transformation, Gravitational wave, Classical mechanics, Quantum electrodynamics, Gravitation, Theoretical physics