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arXiv 0904.0934hep-phgr-qc
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R相关势中的膨胀子

Inflaton in R-dependent potential

Jean Alexandre

摘要:

我们考虑一个非最小耦合暴胀子,在高阶曲率背景下,导致一个潜在的宇宙的曲率标量的演变,并描述了两个政权。第一个阶段是de Sitter阶段,其中的潜力是静态的,并找到一个精确的指数解的暴胀子。第二个区域,由暴胀子达到阈值触发,导致幂律膨胀,在此期间,势变得平坦,足够快,暴胀子永远不会达到初始对称性破缺势的最小值。这种情况是暴胀子振荡的最小的潜力,并在预热是一个结果,在幂律膨胀阶段的潜力平坦的替代方案。

英文摘要:

We consider a non-minimally coupled inflaton, in a higher order curvature background, leading to a potential which evolves with the curvature scalar of the Universe, and which describes two regimes. The first one is a de Sitter phase, where the potential is static, and an exact exponential solution is found for the inflaton. The second regime, triggered by the inflaton reaching a threshold, leads to a power-law expansion, during which the potential becomes flat, quickly enough for the inflaton never to reach the minimum of the initial symmetry breaking potential. This scenario is an alternative to the inflaton oscillating about a minimum of the potential, and where preheating is a consequence of the flattening of the potential during the power-law expanding phase.

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