论文标题

GW170817和GW190521的重力波摩擦

Gravitational wave friction in light of GW170817 and GW190521

论文作者

Mastrogiovanni, S., Haegel, L., Karathanasis, C., Magana-Hernandez, I., Steer, D. A.

论文摘要

我们使用引力波(GW)事件GW170817和GW190521及其提出的电磁对应物来限制宇宙学参数和重力理论以外的一般相对性(GR)。特别是我们考虑具有随时间变化的普朗克质量,大额外维度和现象学参数化的模型,涵盖了几种超越理论。在所有三种情况下,这都将摩擦项引入GW传播方程中,从而有效地修改了GW的光度距离。我们使用哈勃常数和物质能量密度上的两组先验,对$λ$ CDM参数和GR偏差参数设置约束。将先验设置为经过测量的普朗克的任务值,我们发现,随着GW190521的包含,两个GR偏差参数的约束提高了一个因子$ \ sim 10 $,我们报告了兼容的时空尺寸,兼容$ 4 $,精度为$ 2.5 \%\%\%\%\%\%cl),以下是$ 2.5 \%\%cl的变化。 GW170817 $ <20 \%$。在哈勃的恒定和物质能量密度上,我们表明,从GW170817和GW190521共同限制$λ$ CDM参数和GR偏差参数,并在GR偏差参数上获得约束,这些因素是$ 2-6 $ cdm $ 2-6 $ cdm $ cdm $ cdm cdm $ cdm cdm cdm cdm vical $ 2-6 $。

We use the gravitational wave (GW) events GW170817 and GW190521, together with their proposed electromagnetic counterparts, to constrain cosmological parameters and theories of gravity beyond General Relativity (GR). In particular we consider models with a time-varying Planck mass, large extra-dimensions, and a phenomenological parametrization covering several beyond-GR theories. In all three cases, this introduces a friction term into the GW propagation equation, effectively modifying the GW luminosity distance. We set constraints on $Λ$CDM parameters and GR deviation parameters using two sets of priors on the Hubble constant and matter energy density. With priors set to the measured Planck's mission values, we find that with the inclusion of GW190521, the two GR deviation parameters constraints improves by a factor $\sim 10$, we report a number of spacetime dimensions compatible with $4$ with an precision of $2.5\%$ (at 95\% CL) and an upper limit to the variation of Netwon's constant at the epoch of GW170817 $<20\%$. With wide priors on the Hubble constant and matter energy density, we show that it is still possible to constrain the $Λ$CDM parameters and GR deviation parameters conjointly from GW170817 and GW190521 obtaining constraints on GR deviation parameters which are a factor $2-6$ worse than the results using restricted priors on $Λ$CDM parameters.

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