Self-consistency of a Modification Method Based on Membrane Model with Minimal Length Considered - INSPIRE

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Self-consistency of a Modification Method Based on Membrane Model with Minimal Length Considered

Hao Tang
(
- Xian Jiaotong U. and
- Xibei U.
)
,
Cheng-Yi Sun
(
- Xibei U.
)
,
Bin Wu
(
- Xibei U.
)
,
Yu Song
(
- Xibei U.
)
,
Rui-Hong Yue
(
- Xibei U. and
- Yangzhou U.
)

Sep 19, 2018

4 pages

Published in:

Commun.Theor.Phys. 70 (2018) 3, 299

Published: Sep 19, 2018

DOI:

10.1088/0253-6102/70/3/299

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Abstract: (IOP)

By adopting a result from generalized uncertainty principles (GUP), we modify the inner bound of the membrane model to a physical fixed value and get the cut-offs naturally rather than by hand, which are both in brick-wall model and membrane model, and the semi-classical quantization condition could always be valid as well. We also calculate the entropies of Schwarzschild-de Sitter black hole and find the GUP we choose qualitatively shows that the requirement of mass in this method is the same as the natural requirement of the Schwarzschild-de Sitter black hole, which means the method might be self-consistent.

length: minimal
membrane model
black hole
generalized uncertainty principle
brick wall model
quantization
entropy

References(30)

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