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Fine-structure constant constraints on late-time dark energy transitions

机译:精细结构对后期暗能量跃迁的恒定约束

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We use recent astrophysical and local tests of the stability of the fine-structure constant,α, to constrain a particular phenomenological but physically motivated class of models in which the dark energy equation of state can undergo a rapid transition at low redshifts, perhaps associated with the onset of the acceleration phase. We set constraints on the phenomenological parameters describing such possible transitions, in particular improving previous constraints (which used only cosmological data) on the present-day value of the dark energy equation of state in these models. We specifically quantify how these constraints are improved by the addition of theαmeasurements. We find no evidence for a transition associated with the onset of acceleration. In this model theαmeasurements lead to a bound on Weak Equivalence Principle violations ofη<4×10?15(at 68.3% confidence level), improving on the recent MICROSCOPE bound by about a factor of three.
机译:我们使用最近对精细结构常数α的稳定性进行的天体物理和局部测试,来约束一种特殊的现象学但出于物理动机的模型,其中暗能量状态方程可以在低红移下经历快速跃迁,这可能与加速阶段的开始。我们在描述此类可能转变的现象学参数上设置了约束,尤其是改善了这些模型中暗能量状态方程的当前值的先前约束(仅使用宇宙学数据)。我们具体量化了如何通过添加α测量来改善这些约束。我们没有发现与加速发作有关的过渡的证据。在该模型中,α量度导致对η<4×10?15(在68.3%的置信度下)的弱等价原理的违反,将最近的MICROSCOPE限制了约三倍。

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