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Bianchi type-II, VIII and IX cosmological models in a modified theory of gravity with variable Lambda

机译:修正Lambda引力理论中的Bianchi II,VIII和IX型宇宙学模型

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摘要

Spatially homogeneous Bianchi type-II, VIII and IX perfect fluid cosmological models in f(R, T) modified theory of gravity have been investigated for a special choice of f (R, T) = f(1)(R)+f(2)(T) with f(1)(R)=lambda R-1 and f(2)(T) = lambda T-2. This special choice leads to a cosmological constant Lambda, which depends on stress energy tensor of matter source. To get the deterministic model of Universe, we assume that the expansion scalar (theta) in the model is proportional to shear scalar (sigma). This condition leads to relation between metric potentials, which yields a time dependent deceleration parameter. Various physical and geometrical features of the models are also discussed.
机译:针对f(R,T)= f(1)(R)+ f()的特殊选择,研究了f(R,T)修正重力理论中空间均质的Bianchi II,VIII和IX型完美流体宇宙学模型。 2)(T),其中f(1)(R)=λR-1,f(2)(T)=λT-2。这种特殊的选择导致宇宙常数Lambda,它取决于物质源的应力能张量。为了获得宇宙的确定性模型,我们假设模型中的膨胀标量(theta)与剪切标量(sigma)成比例。这种情况导致度量电位之间的关系,从而产生时间相关的减速参数。还讨论了模型的各种物理和几何特征。

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