Black Hole Entropy, Verlinde's Entropy Gravity Proposal and Unruh Formula in Projection Gravitation

Xiao Lin Li^1,

¹Chongqin, China

Cite this paper:
Xiao Lin Li. Black Hole Entropy, Verlinde's Entropy Gravity Proposal and Unruh Formula in Projection Gravitation. International Journal of Physics. 2019; 7(2):58-62. doi: 10.12691/ijp-7-2-4

Abstract

In the projection gravitation theory, there exists a merging model of black hole formation. Particles that meet the merging condition can be combined together to form a black hole. The essence of a black hole is an empty hole. A black hole is not a single object, it is a composite particles system. From this model, the black hole entropy formula can be easily derived out. This merging condition is equivalent to a temperature condition. From this black hole model, we can easily derive out the Verlinde¡¯s entropy gravity proposal formula and the Unruh formula. It is also proved that the Verlinde¡¯s entropy gravity proposal formula and the Unruh formula are actually equivalent. The Verlinde¡¯s entropy gravity proposal theory is not universally correct, but only in special circumstances. The gravitational acceleration produced by an object has a maximum value. Projection gravitation theory has important research value.

Keywords:
projection gravitation black hole empty hole black hole entropy black hole temperature merging condition temperature condition the principle of uncertainty Verlinde¡¯s entropy gravity proposal Unruh formula gravitational acceleration quantum gravitation

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