Energy Distribution for a Power Model of the Plane Symmetric Spacetime in f(R) Gravity |
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Authors: | Morteza Yavari |
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Institution: | Islamic Azad University, Kashan Branch, Kashan, Iran |
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Abstract: | The study of the energy localization in f(R) theories of gravity has attracted much interest in recent years. In this paper, the vacuum solutions of the modified field equations for a power model of plane symmetric metric are studied in metric f(R) gravity with the assumption of constant Ricci scalar. Next, we determine the energy-momentum complexes in f(R) theories of gravity for this spacetime for some important models. We also show that these models satisfy the stability and constant curvature conditions. |
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Keywords: | plane symmetric spacetime power model generalized Landu-Lifshitz energy-momentum f(R) gravity |
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