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Correction to Temperature and Bekenstein–Hawking Entropy of Kiselev Black Hole Surrounded by Quintessence
by
Wang, Cong
in
Approximation
/ Bekenstein–Hawking entropy
/ Black holes
/ Dark energy
/ Einstein equations
/ Entropy
/ Falconry
/ Fermions
/ Kiselev black hole
/ Lorentz-breaking
/ Quantum tunnelling
/ quintessence
/ Quintessence (cosmology)
/ Radiation
/ Scalars
/ Spacetime
/ Universe
2025
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Correction to Temperature and Bekenstein–Hawking Entropy of Kiselev Black Hole Surrounded by Quintessence
by
Wang, Cong
in
Approximation
/ Bekenstein–Hawking entropy
/ Black holes
/ Dark energy
/ Einstein equations
/ Entropy
/ Falconry
/ Fermions
/ Kiselev black hole
/ Lorentz-breaking
/ Quantum tunnelling
/ quintessence
/ Quintessence (cosmology)
/ Radiation
/ Scalars
/ Spacetime
/ Universe
2025
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Do you wish to request the book?
Correction to Temperature and Bekenstein–Hawking Entropy of Kiselev Black Hole Surrounded by Quintessence
by
Wang, Cong
in
Approximation
/ Bekenstein–Hawking entropy
/ Black holes
/ Dark energy
/ Einstein equations
/ Entropy
/ Falconry
/ Fermions
/ Kiselev black hole
/ Lorentz-breaking
/ Quantum tunnelling
/ quintessence
/ Quintessence (cosmology)
/ Radiation
/ Scalars
/ Spacetime
/ Universe
2025
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Correction to Temperature and Bekenstein–Hawking Entropy of Kiselev Black Hole Surrounded by Quintessence
Journal Article
Correction to Temperature and Bekenstein–Hawking Entropy of Kiselev Black Hole Surrounded by Quintessence
2025
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Overview
This paper studies a rotating Kiselev black hole surrounded by dark energy, whose spacetime metric is a solution to the Einstein field equations. Quintessence is a scalar field with negative pressure, related to the state parameter ω of the dark energy surrounding this black hole. Based on Lorentz-breaking, WKB approximation theory, and quantum tunneling radiation theory, we investigate the characteristic of quantum tunneling radition of spin-1/2 fermions and the result of the correction entropy in this special type of black hole. Additionally, we explore the significance of new expressions for physical quantities such as the Hawking temperature and Bekenstein–Hawking entropy of this black hole.
Publisher
MDPI AG,Multidisciplinary Digital Publishing Institute (MDPI)
Subject
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