The universal solution of Einstein's equations of general relativity. I - Gravitation

Physics

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Einstein Equations, Gravitational Fields, Relativity, Matter (Physics), Particle Trajectories, Photons, Poisson Equation, Potential Energy, Relativistic Theory, Schwarzschild Metric

Scientific paper

Einstein's equations of general relativity are solved in terms of gravitational potential derivatives, with the energy-momentum tensor T(mu-nu) equal to mass and/or field energy, such that T(mu-nu) does not equal zero outside a body. The line element equation then describes the variance of test particle internal geometrical structure and time-rate due to work done in a field, not the space-time curvature. Specific properties of gravitational fields and bodies come from this new solution: (1) The gravitational field consists of electromagnetic spin 2 gravitons which produce the gravitational force through the magnetic vector. (2) The gravitational mass is the Newtonian mass, not the relativistic mass, of a moving body. (3) An 'action principle' exists in gravitation theory. (4) Attractive gravity exists between matter and antimatter. (5) Unification with quantum physics appears possible.

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