String Viscous Fluid Cosmological Model in the Framework of Sen-Dunn Theory of Gravitation

P. Lambat, A. M. Pund
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Abstract

Objective: To present a new solution to the field equations for higher-dimensional Bianchi type-III string viscous fluid cosmological model in the context of the Sen-Dunn theory of gravity. Methods: To obtain definite solution of the field equations, we consider a power law relation between the scale factor and scalar field, and we take into account two distinct scale factors, and , in which , are positive constants. This produces a time-dependent deceleration parameter. We analyse the model with constant bulk viscosity constant to explain the current accelerated expansion of the universe. Findings: Spatial volume of the model increases with cosmic time, which shows that universe is spatially expanding. Also, the model possesses a point-type singularity. It is noted that these models depict the universe's accelerated expansion. Novelty: We obtained new solution to the field equations for higher dimensional Bianchi type-III generated by means of a cloud of strings with bulk viscous fluid in Sen-Dunn theory by using quadratic form. Keywords: Bianchi type-III, Cosmic string, Bulk viscosity, Sen-Dunn Theory
森-邓恩引力理论框架下的弦粘性流体宇宙学模型
目的:以森-邓恩引力理论为背景,提出高维比安奇 III 型弦粘性流体宇宙学模型场方程的新解。方法:为了得到场方程的定解,我们考虑了尺度因子和标量场之间的幂律关系,并考虑了两个不同的尺度因子,和 ,其中 , ,是正常数。这就产生了一个随时间变化的减速参数。我们分析了具有恒定体积粘度常数的模型,以解释当前宇宙的加速膨胀。研究结果模型的空间体积随着宇宙时间的推移而增大,这表明宇宙在空间上不断膨胀。此外,模型还具有点型奇点。这些模型描述了宇宙加速膨胀的过程。新颖性:我们用二次方程的形式得到了森-邓恩理论中由带有粘性流体的弦云产生的高维比安奇-III型的场方程的新解。关键词比安奇-III型 宇宙弦 体积粘性 森-邓恩理论
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