论文标题

可以与动态耦合相互作用的暗能量解决哈勃张力

Can interacting dark energy with dynamical coupling resolve the Hubble tension

论文作者

Yao, Yan-Hong, Meng, Xin-He

论文摘要

低红移和高红移测量之间的$ H_0 $张力绝对是当前宇宙学家面临的严重问题,因为它的范围从4 $σ$到6 $σ$。 To relieve this tension, in this paper we propose a new interacting dark energy model with time varying coupling parameter by parameterizing the densities of dark matter and dark energy, this parametric approach for interacting dark sectors are inspired by our previous work concerning the coupled generalized three-form dark energy model in which dark matter and dark energy behave like two uncoupled dark sectors with effective equation of state when the three-form $ |κX| \ gg1 $,因此,我们在条件$ | |κ_0| \ gg1 $的情况下从该参数模型中重建了概括的三型深色能量。最后,根据Planck 2018 Cosmic微波背景(CMB)距离先验,Baryon声学振荡(BAO)数据和IA Supernovae型(SN IA)类型的Pantheon汇编,我们将约束在三个参数模型上放置在三个参数模型上。拟合结果表明,对于所有观察数据集,$ k = 0,5,5,10 $的参数模型通过最新的本地确定从$ {\ rm sh_0es} $团队来缓解哈勃张力,即所谓的r222 $ {\ rm rm sh_0es} $。 min}^2 = 10.43,10.47,10.48 $,表明$ k $与哈勃常数正相关。

The $H_0$ tension between low- and high- redshift measurements is definitely a serious issue faced by current cosmologists since it ranges from 4$σ$ to 6$σ$. To relieve this tension, in this paper we propose a new interacting dark energy model with time varying coupling parameter by parameterizing the densities of dark matter and dark energy, this parametric approach for interacting dark sectors are inspired by our previous work concerning the coupled generalized three-form dark energy model in which dark matter and dark energy behave like two uncoupled dark sectors with effective equation of state when the three-form $|κX|\gg1$, for this reason, we reconstruct coupled generalized three-form dark energy from such parametric model under the condition $|κX_0|\gg1$. In the end, we place constraints on three parametric models in light of the Planck 2018 cosmic microwave background (CMB) distance priors, baryon acoustic oscillations (BAO) data and the Pantheon compilation of Type Ia supernovae (SN Ia) data by assuming the parameter $k$ as 0,5,10 respectively. The fitting results show that, for all the observational data sets, the parametric models with $k=0,5,10$ relieve the Hubble tension with the latest local determinations of the Hubble constant from ${\rm SH_0ES}$ team, i.e. the so called R22, to 2.3 $σ$, 1.9 $σ$ and 1.3 $σ$ with $χ_{\rm min}^2=10.43,10.47,10.48$ respectively, revealing that $k$ is positive correlated to the Hubble constant.

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