Computes Weinhold thermodynamic geometry, rectangular heat engine efficiency, and topological charges for Sharma-Mittal corrected ModMax-dRGT black holes, showing parameter influences on efficiency and critical points.
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A new axionically charged rotating AdS4 black hole solution with scalar field is presented, defined by a structural function and parameters, with thermodynamics derived via Euclidean method satisfying the first law.
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Thermodynamic Geometry, Heat Engines, and Topology of Sharma--Mittal ModMax-dRGT Black Holes
Computes Weinhold thermodynamic geometry, rectangular heat engine efficiency, and topological charges for Sharma-Mittal corrected ModMax-dRGT black holes, showing parameter influences on efficiency and critical points.
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A new rotating axionic AdS$_4$ black hole dressed with a scalar field
A new axionically charged rotating AdS4 black hole solution with scalar field is presented, defined by a structural function and parameters, with thermodynamics derived via Euclidean method satisfying the first law.