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Einstein Rosen Mesonic Perfect Fluid Cosmological Model with Time Dependent Λ-Term

机译:时间相关的Λ项的爱因斯坦·罗森(Einstein Rosen)中子完美流体宇宙学模型

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Mesonic perfect fluid solutions are found in general relativity with the aid of Einstein’s Rosen cylindrically symmetric space time. A static vacuum model and a non-static cosmological model corresponding to perfect fluid are investigated. The cosmological term Λ is found to be a decreasing function of time which is supported by the result found from recent type Ia Supernovae observations. The various physical and geometrical features of the model are discussed.
机译:在爱因斯坦的罗森圆柱对称时空的广义相对论中,发现了介子完美流体解决方案。研究了与理想流体相对应的静态真空模型和非静态宇宙学模型。发现宇宙学术语Λ是时间的递减函数,这由最近的Ia类超新星观测发现的结果支持。讨论了模型的各种物理和几何特征。

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