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arXiv 1809.03201astro-ph.CO
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有效牛顿常数的等曲率涨落

Isocurvature fluctuations in the effective Newton's constant

D. Paoletti, M. Braglia, F. Finelli, M. Ballardini, C. Umiltà

摘要:

我们提出了一个新的isocurvature模式存在于标量张量理论的重力,对应于一个经常增长的解决方案,其中的相对论自由度的能量和标量场,调节重力强度补偿在辐射主导的时代尺度远大于哈勃半径。在最简单的标量-张量理论(即扩展的Jordan-Brans-Dicke引力理论)中,我们研究了这种等曲率模及其对宇宙微波背景各向异性的影响,其中标量场也驱动着宇宙的加速.我们使用普朗克数据来约束的情况下,固定相关的绝热模式,这种模式的振幅,我们展示了如何在一个简单的两个领域的通货膨胀模型可以产生这种模式。

英文摘要:

We present a new isocurvature mode present in scalar-tensor theories of gravity that corresponds to a regular growing solution in which the energy of the relativistic degrees of freedom and the scalar field that regulates the gravitational strength compensate during the radiation dominated epoch on scales much larger than the Hubble radius. We study this isocurvature mode and its impact on anisotropies of the cosmic microwave background for the simplest scalar-tensor theory, i.e. the extended Jordan-Brans-Dicke gravity, in which the scalar field also drives the acceleration of the Universe. We use Planck data to constrain the amplitude of this isocurvature mode in the case of fixed correlation with the adiabatic mode and we show how this mode could be generated in a simple two field inflation model.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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