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Thermodynamic Extremality in Power-law AdS Black Holes A Universal Perspective
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This study investigates the universal relation between Goon and Penco (GP) proposed within the frameworks of Power-Maxwell, Power-Yang-Mills, and Maxwell-Power-Yang-Mills black holes. We begin by analyzing these black holes' thermodynamics and then calculating the perturbed metric and thermodynamic quantities by perturbing the action. Our objective is to examine the consistency of the GP relation across various power-law terms in the field equations, aiming to gain deeper insights into the nature of these black holes. The GP connection remains robust across different power spacetimes, indicating that this relation is a universal feature of black holes.
Forward citations
Cited by 4 Pith papers
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Holographic CFT Thermodynamics as a Bridge Between the Weak Gravity and Weak Cosmic Censorship Conjectures for EMPYM--AdS Black Holes
For EMPYM–AdS black holes, the paper derives a holographic first law, a charge-to-mass bound r_min/Q̃ < 1 from the superradiance condition, first-order horizon survival under scalar absorption, and an island Page time.
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Probing the Weak Gravity Conjecture: Novel Aschenbach Signatures in Superextremal Non-Linear Charged AdS Black Holes
The Aschenbach angular-velocity reversal appears for an extremal, supercritically charged AdS black hole in massive gravity, supporting the claim that the effect survives beyond ordinary extremality.
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Universality on thermodynamic relation with corrections in higher-dimensional de Sitter black holes
The Goon-Penco thermodynamic extremality relation is verified for higher-dimensional, rotating de Sitter black holes with charge.
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Thermodynamic relation on rotating charged black strings with arbitrary cosmological constant
For rotating charged black strings, the Goon-Penco relation follows directly from the extended first law, making the claimed universality a thermodynamic identity.
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