Inference of bipolar neutrino flavor oscillations near a core-collapse supernova, based on multiple measurements at Earth
arXiv:2201.08505 · doi:10.1103/PhysRevD.105.103003
Abstract
Neutrinos in compact-object environments, such as core-collapse supernovae, can experience various kinds of collective effects in flavor space, engendered by neutrino-neutrino interactions. These include "bipolar" collective oscillations, which are exhibited by neutrino ensembles where different flavors dominate at different energies. Considering the importance of neutrinos in the dynamics and nucleosynthesis in these environments, it is desirable to ascertain whether an Earth-based detection could contain signatures of bipolar oscillations that occurred within a supernova envelope. To that end, we continue examining a cost-function formulation of statistical data assimilation (SDA) to infer solutions to a small-scale model of neutrino flavor transformation. SDA is an inference paradigm designed to optimize a model with sparse data. Our model consists of two mono-energetic neutrino beams with different energies emanating from a source and coherently interacting with each other and with a matter background, with time-varying interaction strengths. We attempt to infer flavor transformation histories of these beams using simulated measurements of the flavor content at locations in vacuum (that is, far from the source), which could in principle correspond to earth-based detectors. Within the scope of this small-scale model, we found that: (i) based on such measurements, the SDA procedure is able to infer \textit{whether} bipolar oscillations had occurred within the protoneutron star envelope, and (ii) if the measurements are able to sample the full amplitude of the neutrino oscillations in vacuum, then the amplitude of the prior bipolar oscillations is also well predicted. This result intimates that the inference paradigm can well complement numerical integration codes, via its ability to infer flavor evolution at physically inaccessible locations.
arXiv comment12 pages, 7 figures, 1 table
References in corpus (31)
- Collective Neutrino Oscillations
- Simulation of Coherent Non-Linear Neutrino Flavor Transformation in the Supernova Environment I: Correlated Neutrino Trajectories
- Self-induced conversion in dense neutrino gases: Pendulum in flavour space
- Collective Neutrino Flavor Transformation In Supernovae
- Collective neutrino flavor conversion: Recent developments
- New Developments in Flavor Evolution of a Dense Neutrino Gas
- Coherent Development of Neutrino Flavor in the Supernova Environment
- Self-induced decoherence in dense neutrino gases
- Neutrino flavour transformation in supernovae
- Neutrino scattering and flavor transformation in supernovae
- The influence of collective neutrino oscillations on a supernova r-process
- Self-Maintained Coherent Oscillations in Dense Neutrino Gases
- Bimodal Coherence in Dense Self-Interacting Neutrino Gases
- Effects of neutrino oscillations on nucleosynthesis and neutrino signals for an 18 M supernova model
- Neutrino Quantum Kinetics in Compact Objects
- Neutrino Flavor Conversion in a Supernova Core
- Prediction of Sunspot Cycles by Data Assimilation Method
- Neutrino Emission as Diagnostics of Core-Collapse Supernovae
- Potential Impact of Fast Flavor Oscillations on Neutrino-driven Winds and Their Nucleosynthesis
- Halo Modification of a Supernova Neutronization Neutrino Burst
- Simulating nonlinear neutrino flavor evolution
- Possible effects of collective neutrino oscillations in the three flavor multi-angle simulations on supernova process
- Neutrino halo effect on collective neutrino oscillation in iron core-collapse supernova model of a 9.6 star
- Time of Flight and Supernova Progenitor Effects on the Neutrino Halo
- Active-sterile Neutrino Oscillations in Neutrino-driven Winds: Implications for Nucleosynthesis
- An optimization-based approach to calculating neutrino flavor evolution
- Statistical data assimilation for estimating electrophysiology simultaneously with connectivity within a biological neuronal network
- Inference of neutrino flavor evolution through data assimilation and neural differential equations
- Collective Neutrino Oscillations and Nucleosynthesis
- Inference offers a metric to constrain dynamical models of neutrino flavor transformation
- Linking neutrino oscillations to the nucleosynthesis of elements