论文标题
通过与Dirac Seesaw进行自我交互的中微子来解决哈勃张力
Resolving Hubble Tension by Self-Interacting Neutrinos with Dirac Seesaw
论文作者
论文摘要
在接近物质辐射平等时开始自由流的自我相互作用中微子可以减少终于散射表面的光子声层的物理大小。这种机制可能是标准$λ$ CDM宇宙学的原因比距离梯子的局部测量值低。我们提出了一种新的实现,可以将自我互动的迪拉克中微子(SID $ν$)与浅色粉刺中介体进行可行的相互作用机制。我们的型号由Dirac Seesaw完成UV,并带有无异常的黑暗$ U(1)_X^{} $量规组,向右手中微子充电。该模型自然会产生用于狄拉克中微子的小质量,并引起右手中微子的自散射。当中微子能量远大于其质量时,用左手中微子的散射抑制了手性裂纹质量插入。最终的中微子自散射对$e_ν\ gtrsim o(\ text {kev})$无法操作,这避免了宇宙学和实验室约束。通过将左手和右中微子数量密度的Boltzmann方程不断发展,我们表明,在大爆炸核合成与重组之间的短时代中,大约2/3美元的左手中微子被转化为右中微子,并在彼此之间有效相互作用。所得的中微子非免费流程是在Drag Epoch处缩小Comving Sound Horizon的关键成分,这可以调和早期和晚期测量之间的哈勃张力。
Self-interacting neutrinos that begin to free-stream at close to matter-radiation equality can reduce the physical size of photon sound horizon at last scattering surface. This mechanism can be the reason why standard $Λ$CDM cosmology sees a lower value of the Hubble constant than local measurements from distance ladder. We propose a new realization of self-interacting Dirac neutrinos (SID$ν$) with light-dark-photon mediator for a viable interaction mechanism. Our model is UV completed by a Dirac seesaw with anomaly-free dark $U(1)_X^{}$ gauge group which charges the right-handed neutrinos. This model naturally generates small masses for Dirac neutrinos and induces self-scattering of right-handed neutrinos. The scattering with left-handed neutrinos is suppressed by a chirality-flip mass insertion when the neutrino energy is much larger than its mass. The resultant neutrino self-scattering is not operative for $E_ν\gtrsim O(\text{keV})$, which avoids the cosmological and laboratory constraints. By evolving Boltzmann equations for left- and right-handed neutrino number densities, we show that about $2/3$ of the left-handed neutrinos are converted into right-handed neutrinos in a short epoch between the Big-Bang Nucleosynthesis and the recombination, and interact with each other efficiently afterwards. The resultant neutrino non-free-streaming is the crucial ingredient to shrink down the comoving sound horizon at drag epoch, which can reconcile the Hubble tension between early and late time measurements.