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Kaluza-Klein dark energy model in Brans-Dicke theory of gravitation

机译:Kaluza-klein浅谈大胆的引力理论

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摘要

A five dimensional Kaluza-Klein dark energy model with a variable equation of state (EoS) parameter and a constant deceleration parameter is considered in the scalar-tensor theory proposed by Brans and Dicke (Phys. Rev. 24: 925, 1961). We have introduced three different skew ness parameters along spatial directions which are time dependent. The field equations have been solved by using (i) the trace of the energy tensor of the fluid vanishes, (ii) shear scalar is proportional to scalar expansion and (iii) special law of variation for Hubble's parameter proposed by Bermann (Nuovo Cimento B 74: 182, 1983). It is observed that in this case the EoS parameter turns out to be constant. Some physical and kinematical properties of the model obtained are also discussed.
机译:具有变化的状态(EOS)参数和恒定减速参数的五维Kaluza-Klein暗能模型被认为是Brans和Dicke(Phys.Rem.24:925,1961)所提出的标量张解波理论。 我们已经沿着空间方向引入了三个不同的偏斜参数,这些参数是依赖于时间的。 通过使用(i)流体消失的能量张量的迹线来解决了现场方程,(ii)剪切标量与标量扩张和(iii)Bubble参数的特殊变化规律,Bermann提出(Nuovo Cimpto B. 74:182,1983)。 观察到,在这种情况下,EOS参数才能恒定。 还讨论了所得模型的一些物理和运动学特性。

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