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arXiv 0902.2899astro-ph.COgr-qchep-th
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非均匀压力宇宙的红移-震级关系

A Redshift-Magnitude Relation for Non-Uniform Pressure Universes

Mariusz P. Dabrowski

摘要:

本文给出了两个非均匀压力球对称Stephani宇宙的红移-星等关系。采用Kristian-Sachs方法对相对论性量进行级数展开,但只考虑了$z$中的一阶项。数值结果给出了中心放置和非中心放置的观察员。在前一种情况下,红移与星等的关系不依赖于天空中的方向,弗里德曼极限可以很容易地实现。看来,压力的空间依赖性的效果是类似于弗里德曼模型中的减速参数的效果。在后一种情况下,该关系的角度依赖性是重要的。这可能是另一种可能的解释,解释了红移-星等关系的理论曲线与弗里德曼宇宙中大红移天体的观测不相容。另一方面,通过比较天空中不同方向上相同红移天体的星等,可以检验这些模型的可靠性。

英文摘要:

A redshift-magnitude relation for the two exact non-uniform pressure spherically symmetric Stephani universes is presented. The Kristian-Sachs method expanding the relativistic quantities in series is used, but only first order terms in redshift $z$ are considered. The numerical results are given both for centrally placed and non-centrally placed observers. In the former case the redshift-magnitude relation does not depend on the direction in the sky and the Friedman limit can be easily performed. It appears that the effect of spatial dependence of pressure is similar to the effect of the deceleration parameter in Friedman models. In the latter case the angular dependence of the relation is important. This may serve as another possible explanation of the non-compatibility of the theoretical curve of the redshift-magnitude relation with observations for large redshift objects in the Friedman universe. On the other hand, comparing the magnitudes of equal redshifts objects in different directions in the sky, one can test the reliability of these models.

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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