arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2401.02485hep-phastro-ph.CO
收藏

多项式暴胀中轻子生成的参数空间

Parameter Space of Leptogenesis in Polynomial Inflation

Manuel Drees, Yong Xu

AI总结:

本文在多项式暴胀框架中系统分析轻子生成的参数空间,结合两种再加热场景,揭示了热轻子生成及通过三体衰变实现的新型非热轻子生成机制,并给出与中微子振荡数据一致的条件。

摘要:

多项式暴胀是一个非常简洁且动机充分的场景。一个在场值 $ϕ= ϕ_0$ 处具有凹形“近似”鞍点的势能能够很好地拟合宇宙微波背景(CMB)数据,并对谱指数跑动和张标比作出可检验的预言。在这项工作中,我们分析了多项式暴胀框架中的轻子生成。我们刻画了能够产生正确重子不对称性、同时与中微子振荡数据一致的允许参数空间。为此,我们考虑了两种不同的再加热场景。$(i)$ 如果暴胀子衰变为两个玻色子,再加热温度可以高达 $T_\text{rh} \sim 10^{14}$ GeV 而不破坏势能的平坦性,从而在 $T_\text{rh}> M_1$ 时允许标准的 $N_1$ 热轻子生成机制起作用,其中 $N_1$ 是最轻的右手征中微子,$M_1$ 是其质量。此外,如果暴胀子的主要衰变是衰变为标准模型的希格斯玻色子,我们发现罕见的三体暴胀子衰变——衰变为一个希格斯玻色子加上一个轻中微子和一个重中微子——即使对于 $T_\text{rh} < M_1$ 也能实现轻子生成,只要暴胀子质量约为 $10^{12}$ GeV 或更高;在多项式暴胀场景中,这要求 $ϕ_0 \gtrsim 2.5~M_P$。这种新的非热轻子生成机制相当具有普适性,因为导致三体末态的耦合在 I 型跷跷板机制中是必需的。$(ii)$ 如果暴胀子衰变为两个费米子,势能的平坦性意味着更低的再加热温度。在这种情况下,如果 $ϕ_0 \gtrsim 0.1~M_P$ 且 $T_\text{rh} \gtrsim 10^{6}$ GeV,暴胀子衰变为两个 $N_1$ 仍然可以实现成功的非热轻子生成。

英文摘要:

Polynomial inflation is a very simple and well motivated scenario. A potential with a concave ``almost'' saddle point at field value $ϕ= ϕ_0$ fits well the cosmic microwave background (CMB) data and makes testable predictions for the running of the spectral index and the tensor to scalar ratio. In this work we analyze leptogenesis in the polynomial inflation framework. We delineate the allowed parameter space giving rise to the correct baryon asymmetry as well as being consistent with data on neutrino oscillations. To that end we consider two different reheating scenarios. $(i)$ If the inflaton decays into two bosons, the reheating temperature can be as high as $T_\text{rh} \sim 10^{14}$ GeV without spoiling the flatness of the potential, allowing vanilla $N_1$ thermal leptogenesis to work if $T_\text{rh}> M_1$ where $N_1$ is the lightest right--handed neutrino and $M_1$ its mass. Moreover, if the dominant decay of the inflaton is into Higgs bosons of the Standard Model, we find that rare three--body inflaton decays into a Higgs boson plus one light and one heavy neutrino allow leptogenesis even for $T_\text{rh} < M_1$ if the inflaton mass is of order $10^{12}$ GeV or higher; in the polynomial inflation scenario this requires $ϕ_0 \gtrsim 2.5~M_P$. This novel mechanism of non--thermal leptogenesis is quite generic, since the coupling leading to the three--body final state is required in the type I see--saw mechanism. $(ii)$ If the inflaton decays into two fermions, the flatness of the potential implies a lower reheating temperature. In this case inflaton decay to two $N_1$ still allows successful non--thermal leptogenesis if $ϕ_0 \gtrsim 0.1~M_P$ and $T_\text{rh} \gtrsim 10^{6}$ GeV.

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。

↑