The Light Speed Invariant Solution of the Field Equation of General Relativity

Abstract

Jian Liang YANG

The fundamental concepts of general relativity are systematically rearranged. Firstly, the equations of Einstein’s gravitational field are solved in the usual sphere coordinate system, and the existence of the invariant solution of the speed of light in the spherically symmetric gravitational field is proved, also determine the solution. It is revealed that black holes are not the inevitable prediction of general relativity. Black holes do not exist, and the so-called gravitational waves sent by black holes need to be explained in other ways. Correcting the conceptual confusion caused by unclear radial coordinates in the past, two more accurate formulas for calculating the curvature of light on the surface of the sun and the precession angle of the orbit of Mercury are given. Finally, discuss that the coupling constant of the gravitational field equation needs to be modified, which is a shortcut to eliminate various singularities of general relativity. It is proved that the celestial bodies and galaxies expand with the expansion of the universe, and new matter is generated continuously in the celestial bodies, which provides a theoretical basis for the fractal generation model of galaxy formation.

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