论文标题
Snyder-DE保姆模型对彩虹重力背景下黑洞热力学的影响
Effect of Snyder-de Sitter model on the Black hole thermodynamics in the context of rainbow gravity
论文作者
论文摘要
理论现代物理学的最重要目标之一是获得可靠的量子重力理论。这样一来，正在提出新的基本规模。例如，在Snyder -de Sitter模型中，有两个量表表现出与位置和动量的测量限制相关的。在这项工作中，我们研究了Snyder -de Sitter模型中Scharwzschild黑洞的热力学功能，在存在与位置无关和依赖性重力的彩虹的情况下。启发式上，我们证明了黑洞的地平线，质量和温度的非零下限值的存在。然后，根据熵和热容量功能，我们提出黑洞的稳定性和残留条件。
One of the foremost goals of theoretical modern physics is to obtain a reliable theory of quantum gravity. In so doing, new fundamental scales are being proposed. For example, in the Snyder - de Sitter model, two scales manifest which relate measurement limits of the position and momentum. In this work, we study the thermodynamic functions of the Scharwzschild black hole in the Snyder - de Sitter model within the presence of position-independent and dependent gravity's rainbow. Heuristically, we prove the presence of a non-zero lower bound value of the horizon, mass, and temperature of the black hole. Then, we present the stability and remnant conditions of the black hole according to the entropy and heat capacity functions.
