2000 character limit reached
Hawking radiation from a hot NUT-Kerr-Newman-Kasuya-Anti-de Sitter black hole (2403.13585v2)
Published 20 Mar 2024 in gr-qc and hep-th
Abstract: In this work, we investigate the tunneling phenomenon of a charged Dirac particle emerging from a thermal horizon of a hot NUT-Kerr-Newman-Kasuya-Anti-de Sitter (HNKNK-AdS) black hole. Considering the tunneling formalism, we report the Hawking temperature of the charged Dirac particle through the horizon and the heat capacity of the HNKNK-AdS black hole. It is found that the effective Hawking temperature for the black hole depends on the black hole's parameters, such as electric and magnetic charges, magnetic mass, the cosmological constant, and the angular momentum of the black hole. The Hawking radiation for the Kerr-Newman black hole is reduced. It is shown that there is a small correction to the Hawking thermal spectrum. The heat capacity for the HNKNK-AdS black hole is found different from the previous work, and for the Kerr-Newman black hole is also reduced.
- Hawking, Stephen W. “Particle creation by black holes.” Communications in mathematical physics 43.3 (1975): 199-220.
- Gibbons, Gary W., and Stephen W. Hawking. “Cosmological event horizons, thermodynamics, and particle creation.” Physical Review D 15.10 (1977): 2738.
- Parikh, Maulik K., and Frank Wilczek. “Hawking radiation as tunneling.” Physical review letters 85.24 (2000): 5042.
- Kraus, Per, and Frank Wilczek. “Self-interaction correction to black hole radiance.” Nuclear Physics B 433.2 (1995): 403-420.
- Padmanabhan, Thanu. “Thermodynamical aspects of gravity: new insights.” Reports on Progress in Physics 73.4 (2010): 046901.
- Christensen, Steven M., and Stephen A. Fulling. “Trace anomalies and the Hawking effect.” Physical Review D 15.8 (1977): 2088.
- Zhang, Jingyi, and Zheng Zhao. “Hawking radiation of charged particles via tunneling from the Reissner-Nordström black hole.” Journal of High Energy Physics 2005.10 (2005): 055.
- Ma, Zheng Ze. “Hawking temperature of Kerr–Newman–AdS black hole from tunneling.” Physics letters B 666.4 (2008): 376-381.
- Murata, Keiju, and Jiro Soda. “Hawking radiation from rotating black holes and gravitational anomalies.” Physical Review D 74.4 (2006): 044018.
- Wu, S. Q., and X. Cai. “Generalized laws of black hole thermodynamics and quantum conservation laws on Hawking radiation process.” arXiv preprint gr-qc/0004040 (2000).
- Wu, Shuang-Qing. “The conformal version of black hole thermodynamics.” arXiv preprint hep-th/0411002 (2004).
- Wu, Shuang-Qing. “New formulation of the first law of black hole thermodynamics: a stringy analogy.” Physics Letters B 608.3-4 (2005): 251-257.
- Visser, Matt. “Essential and inessential features of Hawking radiation.” International Journal of Modern Physics D 12.04 (2003): 649-661.
- Padmanabhan, T. “Essay: The holography of gravity encoded in a relation between entropy, horizon area, and action for gravity.” General Relativity and Gravitation 34 (2002): 2029-2035.
- Padmanabhan, Thanu. “Gravity and the thermodynamics of horizons.” Physics Reports 406.2 (2005): 49-125.
- Peltola, Ari, and Jarmo Mäkelä. “RADIATION OF THE INNER HORIZON OF THE REISSNER–NORDSTRÖM BLACK HOLE.” International Journal of Modern Physics D 15.06 (2006): 817-843.
- Frolov, Valery P., and Don N. Page. “Proof of the generalized second law for quasistationary semiclassical black holes.” Physical Review Letters 71.24 (1993): 3902.
- Bekenstein, Jacob D. “Black holes and entropy.” Physical Review D 7.8 (1973): 2333.
- Bardeen, James M., Brandon Carter, and Stephen W. Hawking. ”The four laws of black hole mechanics.“Communications in mathematical physics 31 (1973): 161-170.
- Lee, Hyunjoo, Sung-Won Kim, and Won T. Kim. “Nonvanishing entropy of extremal charged black holes.” Physical Review D 54.10 (1996): 6559.
- Wald, Robert M. “ “Nernst theorem” and black hole thermodynamics.” Physical Review D 56.10 (1997): 6467.
- He, Yun, Meng-Sen Ma, and Ren Zhao. “Entropy of black holes with multiple horizons.” Nuclear Physics B 930 (2018): 513-523.
- Ren, Jun. “Thermodynamics Properties of the Inner Horizon of a Kerr-Newman Black Hole.” International Journal of Theoretical Physics 48 (2009): 2088-2097.
- Ren, Jun. “Tunneling Effect of Two Horizons from a Reissner-Nordstrom Black Hole.” International Journal of Theoretical Physics 48 (2009): 431-440.
- G. E. Volovik, “Effect of the inner horizon on the black hole thermodynamics: Reissner–Nordström black hole and Kerr black hole,” Mod.Phys. Lett. A, vol. 36, no. 24, p. 2150177, 2021.
- G. E. Volovik, “Macroscopic Quantum Tunneling: From Quantum Vortices to Black Holes and Universe,” J. Exp. Theor. Phys., vol. 135, no. 4, pp. 388–408, 2022.
- C. Singha, “Thermodynamics of multi-horizon spacetimes,” Gen. Rel. Grav., vol. 54, no. 4, p. 38, 2022.
- T. R. Choudhury and T. Padmanabhan, “Concept of temperature in multi-horizon spacetimes: Analysis of Schwarzschild-de Sitter metric,” Gen. Rel. Grav., vol. 39, pp. 1789–1811, 2007.
- Ali, M. Hossain. ”Hawking radiation via tunneling from hot NUT–Kerr–Newman–Kasuya spacetime.” Classical and Quantum Gravity 24.23 (2007): 5849.
- Kasuya, Masahiro. “Exact solution of a rotating dyon black hole.” Physical Review D 25.4 (1982): 995.
- Singha, Chiranjeeb, Pritam Nanda, and Pabitra Tripathy. “Hawking temperature of black holes with multiple horizons.” General Relativity and Gravitation 55.10 (2023): 106.
- Mitra, P. “Hawking temperature from tunnelling formalism.” Physics Letters B 648.2-3 (2007): 240-242.
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