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arXiv 1902.06356gr-qcastro-ph.CO
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Mixmaster宇宙学中的准迷向圈和非奇异反弹

Quasi-isotropic cycles and non-singular bounces in a Mixmaster cosmology

Chandrima Ganguly, Marco Bruni

摘要:

Bianchi IX Mixmaster时空是爱因斯坦方程最普遍的空间齐性解,它可以代表空间平均的宇宙。我们引入了两种新的机制,导致在一个Mixmaster宇宙与非奇异的反弹,这是准各向同性。具有非线性状态方程的流体允许非奇异反弹。使用负各向异性应力成功地使这个宇宙各向同性化,并减轻了众所周知的Mixmaster混沌行为。因此,宇宙可以是一个永恒的混合器,经历由反弹分隔的无限系列不同的周期,其中相当大一部分周期是各向同性的,足以用辐射时代以后的标准弗里德曼-勒梅特-罗伯逊-沃克模型很好地近似。

英文摘要:

A Bianchi IX Mixmaster spacetime is the most general spatially homogeneous solution of Einstein's equations and it can represent the space-averaged Universe. We introduce two novel mechanisms resulting in a Mixmaster Universe with non-singular bounces which are quasi-isotropic. A fluid with a non-linear equation of state allows non-singular bounces. Using negative anisotropic stresses successfully isotropises this Universe and mitigates the well known Mixmaster chaotic behaviour. Thus the Universe can be an eternal Mixmaster, going through an infinite series of different cycles separated by bounces, with a sizable fraction of cycles isotropic enough to be well approximated by a standard Friedmann-Lemaître-Robertson-Walker model from the radiation era onward.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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