Black branes and black strings in the astrophysical and cosmological context
We consider Kaluza–Klein models where internal spaces are compact flat or curved Einstein spaces. This background is perturbed by a compact gravitating body with the dust-like equation of state (EoS) in the external/our space and an arbitrary EoS parameter Ω in the internal space. Without imposing a...
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doaj-b9bc1cfe6dec456d9c26478eacf5bb0d2020-11-24T23:39:26ZengElsevierPhysics Letters B0370-26931873-24452018-03-01778C19019610.1016/j.physletb.2018.01.022Black branes and black strings in the astrophysical and cosmological contextÖzgür Akarsu0Alexey Chopovsky1Alexander Zhuk2Department of Physics, İstanbul Technical University, 34469 Maslak, İstanbul, TurkeyAstronomical Observatory, Odessa National University, Dvoryanskaya st. 2, Odessa 65082, UkraineDepartment of Physics, İstanbul Technical University, 34469 Maslak, İstanbul, TurkeyWe consider Kaluza–Klein models where internal spaces are compact flat or curved Einstein spaces. This background is perturbed by a compact gravitating body with the dust-like equation of state (EoS) in the external/our space and an arbitrary EoS parameter Ω in the internal space. Without imposing any restrictions on the form of the perturbed metric and the distribution of the perturbed energy densities, we perform the general analysis of the Einstein and conservation equations in the weak-field limit. All conclusions follow from this analysis. For example, we demonstrate that the perturbed model is static and perturbed metric preserves the block-diagonal form. In a particular case Ω=−1/2, the found solution corresponds to the weak-field limit of the black strings/branes. The black strings/branes are compact gravitating objects which have the topology (four-dimensional Schwarzschild spacetime) × (d-dimensional internal space) with d≥1. We present the arguments in favour of these objects. First, they satisfy the gravitational tests for the parameterized post-Newtonian parameter γ at the same level of accuracy as General Relativity. Second, they are preferable from the thermodynamical point of view. Third, averaging over the Universe, they do not destroy the stabilization of the internal space. These are the astrophysical and cosmological aspects of the black strings/branes.http://www.sciencedirect.com/science/article/pii/S0370269318300303Multidimensional modelsKaluza–Klein modelsWeak-field limitEinstein spacesBlack strings/branesGravitational tests |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Özgür Akarsu Alexey Chopovsky Alexander Zhuk |
spellingShingle |
Özgür Akarsu Alexey Chopovsky Alexander Zhuk Black branes and black strings in the astrophysical and cosmological context Physics Letters B Multidimensional models Kaluza–Klein models Weak-field limit Einstein spaces Black strings/branes Gravitational tests |
author_facet |
Özgür Akarsu Alexey Chopovsky Alexander Zhuk |
author_sort |
Özgür Akarsu |
title |
Black branes and black strings in the astrophysical and cosmological context |
title_short |
Black branes and black strings in the astrophysical and cosmological context |
title_full |
Black branes and black strings in the astrophysical and cosmological context |
title_fullStr |
Black branes and black strings in the astrophysical and cosmological context |
title_full_unstemmed |
Black branes and black strings in the astrophysical and cosmological context |
title_sort |
black branes and black strings in the astrophysical and cosmological context |
publisher |
Elsevier |
series |
Physics Letters B |
issn |
0370-2693 1873-2445 |
publishDate |
2018-03-01 |
description |
We consider Kaluza–Klein models where internal spaces are compact flat or curved Einstein spaces. This background is perturbed by a compact gravitating body with the dust-like equation of state (EoS) in the external/our space and an arbitrary EoS parameter Ω in the internal space. Without imposing any restrictions on the form of the perturbed metric and the distribution of the perturbed energy densities, we perform the general analysis of the Einstein and conservation equations in the weak-field limit. All conclusions follow from this analysis. For example, we demonstrate that the perturbed model is static and perturbed metric preserves the block-diagonal form. In a particular case Ω=−1/2, the found solution corresponds to the weak-field limit of the black strings/branes. The black strings/branes are compact gravitating objects which have the topology (four-dimensional Schwarzschild spacetime) × (d-dimensional internal space) with d≥1. We present the arguments in favour of these objects. First, they satisfy the gravitational tests for the parameterized post-Newtonian parameter γ at the same level of accuracy as General Relativity. Second, they are preferable from the thermodynamical point of view. Third, averaging over the Universe, they do not destroy the stabilization of the internal space. These are the astrophysical and cosmological aspects of the black strings/branes. |
topic |
Multidimensional models Kaluza–Klein models Weak-field limit Einstein spaces Black strings/branes Gravitational tests |
url |
http://www.sciencedirect.com/science/article/pii/S0370269318300303 |
work_keys_str_mv |
AT ozgurakarsu blackbranesandblackstringsintheastrophysicalandcosmologicalcontext AT alexeychopovsky blackbranesandblackstringsintheastrophysicalandcosmologicalcontext AT alexanderzhuk blackbranesandblackstringsintheastrophysicalandcosmologicalcontext |
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1725513698592686080 |