A Note on Classification of Cylindrically Symmetric Non-static Space–Times According to Their Teleparallel Killing Vector Fields in the Teleparallel Theory of Gravitation

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作者
Ghulam Shabbir
Suhail Khan
M. Jamil Amir
机构
[1] GIK Institute of Engineering Sciences and Technology,Faculty of Engineering Sciences
[2] University of Sargodha,Department of Mathematics
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Weitzenböck geometry; Torsion; Conservation laws; 04.20.-q; 04.20.-Jb; 11.30.-j;
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摘要
In this paper, we explored the conservation laws of cylindrically symmetric non-static space–times by using direct integration technique. This classification also covers non-static plane symmetric space–times, static cylindrically symmetric space–times and plane symmetric static space–times. In this paper, we will only present the results of non-static cylindrically symmetric and non-static plane symmetric space–times. The results of static cylindrically symmetric space–times and plane static space–times can be found in Shabbir and Khan (Mod Phys Lett A 25:525, 2010). It turns out that the non-static cylindrically symmetric space–times admit four, five, or seven conservation laws. It is important to note that the above space–times admit at least one or at the most four extra conservation laws.
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页码:184 / 194
页数:10
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