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Flavor distribution of UHE cosmic neutrino oscillations at neutrino telescopes

机译:中微子望远镜下UHE宇宙中微子振荡的风味分布

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摘要

If the ultrahigh-energy (UHE) cosmic neutrinos produced from a distant astrophysical source can be measured at a km~3-size neutrino telescope such as the IceCube or KM3NeT, they will open a new window to understand the nature of flavor mixing and to probe possible new physics. Considering the conventional UHE cosmic neutrino source with the flavor ratio φ_e : φ_μ :φ_τ = 1 : 2 : 0, I point out two sets of conditions for the flavor democracy φ_e~T:φ_μ~T: φ_τ~T = 1 : 1 : 1 to show up at neutrino telescopes: either θ_(13) = 0 and θ_(23) = π/4 (CP invariance) or δ = ±π/2 and θ_(23) = n/4 (CP violation) in the standard parametrization of the 3 × 3 neutrino mixing matrix V. Allowing for slight μ-τ symmetry breaking effects characterized by Δ∈ -0.1, +0.1, I find φ_e~T : φ_μ~T : φ_τ~T = (1 — 2Δ) : (1 + Δ) : (1 + Δ) as a good approximation. Another possibility to constrain Δ is to detect the v_e flux of E_(v_e)≈ 6.3 PeV via the Glashow resonance channel v_ee→ W→anything. I also give some brief comments on (1) possible non-unitarity of V in the seesaw framework and its effects on the flavor distribution at neutrino telescopes and (2) a generic description and determination of the cosmic neutrino flavor composition at distant astrophysical sources.
机译:如果从遥远的天体物理源产生的超高能(UHE)宇宙中微子可以在km~3大小的中微子望远镜(如IceCube或KM3NeT)上测量,它们将为了解风味混合的本质和探索可能的新物理学打开一扇新窗口。考虑到传统的UHE宇宙中微子源的风味比φ_e:φ_μ:φ_τ=1:2:0,我指出了风味民主的两组条件φ_e~T:φ_μ~T:φ_τ~T=1:1:1:1在标准参数化中出现:θ_(13) = 0 和 θ_(23) = π/4(CP 不变性)或 δ = ±π/2 和 θ_(23) = n/4(CP 违规)3 × 3 中微子混合矩阵 V. 考虑到以 Δ∈ [-0.1, +0.1] 为特征的轻微的 μ-τ 对称性破坏效应,我发现 φ_e~T : φ_μ~T : φ_τ~T = (1 — 2Δ) : (1 + Δ) 是一个很好的近似值。限制 Δ 的另一种可能性是通过 W→anything 的 Glashow 谐振通道检测 E_(v_e)≈ 6.3 PeV v_e通量v_ee→。我还简要介绍了(1)跷跷板框架中V的可能非酉性及其对中微子望远镜风味分布的影响,以及(2)对遥远天体物理源的宇宙中微子风味组成的一般描述和确定。

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