Author(s)

Xiaobai Ai

Shanghai Institute of Applied Physics, The Chinese Academy of Sciences, Shanghai, China.

There exist two physical constraints upon the motions of celestial systems. Constraint 1 reveals during collapse or explosion motion of celestial bodies that there would be an unattainability upper limit for their compact intensity (total mass M/scale size R), which arises from the Lorentz invariance of the time-like metric in local four-dimensional continuum in Einstein’s theory of special relativity. Constraint 2 points that the average mass density of nucleon would be an unsurpassed upper limit for bulk normal matter in nature, which arises from Heisenberg’s uncertainty principle. A very important effect is that the combination of these two physical constraints would prevent the formation of black holes.

General Theory of Relativity, Gravitation Collapsing, Schwarzschild Metric, Schwarzschild Singularity, Centre Singularity, Black Hole, Compact Intensity, Heisenberg’s Uncertainty Principle

Ai, X. (2019) Two Physical Constraints upon the Motions of Celestial Bodies. Journal of Modern Physics, 10, 344-361. doi: 10.4236/jmp.2019.103023.