论文标题

宇宙空间的出现及其与热力学原理的联系

Emergence of cosmic space and its connection with thermodynamic principles

论文作者

Krishna, P. B., T., Hassan Basari V., Mathew, Titus K

论文摘要

关于重力与热力学之间联系的最新研究表明,重力可能是一种新现象。此后,Padmanabhan提出了一个新颖的想法,即宇宙的扩展可以解释为随着宇宙时间的进步,宇宙的扩展等同于空间的出现。在这种方法中,宇宙的扩张被称为“出现定律”,该法则指出,宇宙的扩展是由跨越半径界限的区域中的体积和表面自由度之间的差异所驱动的。该原理正确地重现了弗里德曼宇宙的标准演变。我们建立了出现定律的联系,这在概念上与传统的范式不同,以描述宇宙学,并在热力学方面与其他良好的结果有关。已经表明,出现定律可以源自统一的热力学第一定律,然后可以将其视为法律的骨干。但是,出现定律具有丰富的结构,而不是仅第一定律热力学所暗示的。它进一步解释了宇宙向最大范围熵状态的演变。之后,可以认为,热力学的第一定律,以及地平线熵最大化所施加的其他约束,可以共同导致出现定律。在本文中,我们首先对Padmanabhan的提议进行了简要审查,然后在爱因斯坦的高斯 - 邦纳特和更一般的Lovelock Gravity理论中研究了其与地平线热力学的联系。

The recent research on the connection between gravity and thermodynamics suggests that gravity could be an emergent phenomenon. Following this, Padmanabhan proposed a novel idea that the expansion of the universe can be interpreted as equivalent to the emergence of space with the progress of cosmic time. In this approach, the expansion of the universe is described by what is known as the law of emergence, which states that the expansion of the universe is driven by the difference between the number of bulk and surface degrees of freedom in a region bounded by the Hubble radius. This principle correctly reproduces the standard evolution of a Friedmann universe. We establish the connection of the law of emergence, which is conceptually different from the conventional paradigm to describe cosmology, with other well-established results in thermodynamics. It has been shown that the law of emergence can be derived from the unified first law of thermodynamics, which can then be considered as the backbone of the law. However, the law of emergence is rich in structure than implied by the First law thermodynamics alone. It further explains the evolution of the universe towards a state of maximum horizon entropy. Following this, it can be considered that the first law of thermodynamics, along with the additional constraints imposed by the maximisation of the horizon entropy, can together lead to the law of emergence. In the present article, we first make a brief review of Padmanabhan's proposal and then studies its connection with the thermodynamics of the horizon in the context of Einstein's, Gauss-Bonnet, and more general Lovelock gravity theories.

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