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Cosmic neutrino cascades from secret neutrino interactions

Kenny C. Y. Ng, John F. Beacom

TL;DR

The paper investigates secret neutrino interactions (νSI) by leveraging high-energy astrophysical neutrinos traversing the Cosmic Neutrino Background. It develops a Boltzmann-type propagation framework that includes attenuation and regeneration via a Breit-Wigner cross section, enabling spectral distortions such as dips, bumps, or cutoffs in IceCube-like spectra. By analyzing both line and continuum emission scenarios and introducing benchmark νSI models, the authors show that IceCube can probe a parameter space not excluded by SN 1987A, BBN, CMB, or Z decays, and potentially account for features in the observed spectrum. The study highlights the need for more data and extended modeling, and points to cosmogenic neutrinos as a future platform to further test νSI and inform particle-physics model-building.

Abstract

The first detection of high-energy astrophysical neutrinos by IceCube provides new opportunities for tests of neutrino properties. The long baseline through the Cosmic Neutrino Background (C$ν$B) is particularly useful for directly testing secret neutrino interactions ($ν$SI) that would cause neutrino-neutrino elastic scattering at a larger rate than the usual weak interactions. We show that IceCube can provide competitive sensitivity to $ν$SI compared to other astrophysical and cosmological probes, which are complementary to laboratory tests. We study the spectral distortions caused by $ν$SI with a large s-channel contribution, which can lead to a dip, bump, or cutoff on an initially smooth spectrum. Consequently, $ν$SI may be an exotic solution for features seen in the IceCube energy spectrum. More conservatively, IceCube neutrino data could be used to set model-independent limits on $ν$SI. Our phenomenological estimates provide guidance for more detailed calculations, comparisons to data, and model building.

Cosmic neutrino cascades from secret neutrino interactions

TL;DR

The paper investigates secret neutrino interactions (νSI) by leveraging high-energy astrophysical neutrinos traversing the Cosmic Neutrino Background. It develops a Boltzmann-type propagation framework that includes attenuation and regeneration via a Breit-Wigner cross section, enabling spectral distortions such as dips, bumps, or cutoffs in IceCube-like spectra. By analyzing both line and continuum emission scenarios and introducing benchmark νSI models, the authors show that IceCube can probe a parameter space not excluded by SN 1987A, BBN, CMB, or Z decays, and potentially account for features in the observed spectrum. The study highlights the need for more data and extended modeling, and points to cosmogenic neutrinos as a future platform to further test νSI and inform particle-physics model-building.

Abstract

The first detection of high-energy astrophysical neutrinos by IceCube provides new opportunities for tests of neutrino properties. The long baseline through the Cosmic Neutrino Background (CB) is particularly useful for directly testing secret neutrino interactions (SI) that would cause neutrino-neutrino elastic scattering at a larger rate than the usual weak interactions. We show that IceCube can provide competitive sensitivity to SI compared to other astrophysical and cosmological probes, which are complementary to laboratory tests. We study the spectral distortions caused by SI with a large s-channel contribution, which can lead to a dip, bump, or cutoff on an initially smooth spectrum. Consequently, SI may be an exotic solution for features seen in the IceCube energy spectrum. More conservatively, IceCube neutrino data could be used to set model-independent limits on SI. Our phenomenological estimates provide guidance for more detailed calculations, comparisons to data, and model building.

Paper Structure

This paper contains 11 sections, 10 equations, 7 figures, 1 table.

Figures (7)

  • Figure 1: Present constraints and future sensitivity to $\nu$SI in terms of neutrino coupling, $g$, and mediator mass, $M$, with diagonal dotted contours shown for values of the dimensionful coupling $G$. The blue shaded regions are excluded by astrophysical and cosmological considerations based on SN 1987A Kolb:1987qy, BBN Ahlgren:2013wba, and the CMB Cyr-Racine:2013juaArchidiacono:2013dua. The pink dashed lines indicate flavor-dependent limits based on laboratory measurements of meson and lepton decays Lessa:2007up; we consider only the weakest limit, for $\nu_\tau$, to be robustly excluded for all flavors, and it is shaded. The red shaded region is excluded based on measurement of Z-boson decay Bilenky:1999dn. The gray shaded region indicates the non-perturbative regime. The orange lines are contours of unit optical depth for different initial neutrino energies (Eq. \ref{['eq:opticaldepth']}), indicating the approximate boundary of the parameter space above which IceCube is sensitive to $\nu$SI. The squares represent the example parameters (given in Table \ref{['tab:table1']}) used in our calculations.
  • Figure 2: The effects of $\nu$SI on an emitted line spectrum at 1 PeV with SFR evolution, for different assumed resonance energies, as labeled. The solid lines are for free-streaming neutrinos, the dotted lines are for $\nu$SI with regeneration of two neutrinos (the beam and target), and the dashed lines are for $\nu$SI with no regeneration.
  • Figure 3: The effects of $\nu$SI on an emitted continuum spectrum that is consistent with IceCube data. The solid line indicates the free-streaming case ($\gamma = 2$ and $E_{\rm cut} = 10^{7}\,{\rm GeV}$), while the other lines are for four models of $\nu$SI, with the parameters defined in Table \ref{['tab:table1']}.
  • Figure 4: Same as Fig. \ref{['fig:astro1']}, but with different values of $E_{\rm cut}$ for the emitted spectrum. The solid lines are the free streaming case ($\gamma = 2$ and values of $E_{\rm cut}$ as labeled), and the dashed lines are for Model A $\nu$SI.
  • Figure 5: Same as Fig. \ref{['fig:astro1']}, but with different values of the spectral index. The solid lines are for the free-streaming cases (values of $\gamma$ as labeled and $E_{\rm cut} = 10^{7}\,{\rm GeV}$), and the dashed lines are for Model B $\nu$SI.
  • ...and 2 more figures