Black Hole Entropy is Quantum Intrinsic Entropy

Xiao Lin Li^1,

¹Chongqin, China

Cite this paper:
Xiao Lin Li. Black Hole Entropy is Quantum Intrinsic Entropy. International Journal of Physics. 2022; 10(1):64-69. doi: 10.12691/ijp-10-1-5

Abstract

The author proposes a new black hole model. The particles only satisfying the special merging condition can merge together to form a black hole. The particles have intrinsic entropy in quantum mechanics. The particles arrange together by a special distribution to form a special thermodynamic system. The special thermodynamic system is just the black hole. The black hole entropy is just the sum of the intrinsic entropy of these particles merging to form the black hole. The black hole entropy is a kind of intrinsic entropy in quantum mechanics, and the black hole temperature is a kind of intrinsic temperature in quantum mechanics. The special distribution is named by black hole distribution. The black hole can be seen as a special quantum condensation system which be named by black hole condensation. The merging condition has several different physical meanings. It is an equal temperature condition, and it is a correspondence condition also. The particles have a new property named by correspondence radius. We can derive out the Verlinde entropy gravity proposal formula from this black hole model. And we can prove that the Verlinde entropy gravity proposal formula only hold true in the process of black hole merging. The Verlinde entropy gravity theory is not correct universally.

Keywords:
black hole black hole entropy merging condition merging process intrinsic entropy black hole distribution black hole condensation equal temperature condition correspondence condition correspondence radius Verlinde entropy gravity Planck Gravity Theory

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