论文标题

黑洞的平衡温度无毛发性熵

Equilibrium Temperature for Black Holes with Nonextensive Entropy

论文作者

Çimdiker, Ilim, Dabrowski, Mariusz P., Gohar, Hussain

论文摘要

在文献中,鹰温度已被广泛使用,因为温度与各种无Xtentendistive熵相对应。在这项研究中,我们分析了鹰温度与非毛孔性熵的兼容性。我们证明,对于每一个无Xtentendendentivation的熵,都可以通过使用平衡条件来定义有效温度(我们称为平衡温度),并且始终存在与该有效温度相关的添加平衡熵。除了Bekenstein的熵外,我们表明霍金温度与其他无XTENTAGINE熵不一致。我们专注于Tsallis-Cirto黑洞熵的平衡要求,并证明Bekenstein-Hawking熵是相关的平衡熵,而鹰温度是Tsallis-Cirt-CIRT黑洞熵的相关平衡温度。

Hawking temperature has been widely utilised in the literature as the temperature that corresponds to various nonextensive entropies. In this study, we analyze the compatibility of the Hawking temperature with the nonextensive entropies. We demonstrate that, for every nonextensive entropy, one may define an effective temperature (which we call equilibrium temperature) by utilizing the equilibrium condition, and that there is always an additive equilibrium entropy associated with this effective temperature. Except for Bekenstein entropy, we show that Hawking temperature is thermodynamically inconsistent with other nonextensive entropies. We focus on the equilibrium requirement for the Tsallis-Cirto black hole entropy and demonstrate that the Bekenstein-Hawking entropy is the related equilibrium entropy, and the Hawking temperature is the associated equilibrium temperature for the Tsallis-Cirto black hole entropy.

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