The conformastat flat solution and the normality of the energy-momentum pseudo-tensor of gravitational field in the theory of gravitation

Physics

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Gravitation Theory, Gravitational Fields, Relativity, Tensor Analysis, Field Theory (Physics), Kinetic Energy, Maxwell Equation, Momentum Theory, Potential Energy, Theoretical Physics

Scientific paper

In this paper, the conformastat flat solution in the theory of gravitation is found by considering the vector gravitational field and the metric field. Hu-Ning's expression is introduced into this theory; it then appears also as the conservative expression of energy-momentum. For the gravitational field of singular centralized mass, it can be shown, as in GR, that the gravitational mass and the inertial mass are equal. But Einstein's principle of equivalence does not hold in this theory. When n is less than 1/4, by the conformastat flat solution, the energy-momentum pseudotensor of the gravitational field is normal.

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