The evolution of a flat, isotropic and homogeneous universe is studied. Thebackground geometry in the early phases of the universe is conjectured to befilled with causal bulk viscous cosmological fluid and dark energy. The energydensity relations obtained from the assumption of covariant conservation ofenergy-momentum tensor of the background matter in the early universe are usedto derive the basic equation for the Hubble parameter $H$. The viscousproperties described by ultra-relativistic equations of state and bulkviscosity taken from recent heavy-ion collisions and lattice QCD calculationshave been utilized to give an approximate solution of the field equations. Thecosmological constant is conjectured to be related to the energy density of thevacuum. In this treatment, there is a clear evidence for singularity atvanishing cosmic time $t$ indicating the dominant contribution from the darkenergy. The time evolution of $H$ seems to last for much longer time than theideal case, where both cosmological constant and viscosity coefficient areentirely vanishing.
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机译:研究了平坦,各向同性和同质宇宙的演化。据推测,宇宙早期的背景几何形状充满了因果性粘性宇宙流体和暗能量。从早期宇宙中背景物质的能量-动量张量的协变守恒假设获得的能量密度关系被用来推导哈勃参数$ H $的基本方程式。由最近的重离子碰撞和晶格QCD计算得出的状态和体粘度的超相对论方程描述的粘滞性质已被用于给出场方程的近似解。推测宇宙学常数与真空的能量密度有关。在这种处理中,有明显的证据表明奇异性消失了宇宙时间$ t $,表明了暗能量的主要贡献。 $ H $的时间演化似乎比理想的情况持续更长的时间,理想的情况是宇宙常数和粘度系数都消失了。
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