Constraining Lorentz Invariance Violation with Next-Generation Long-Baseline Experiments
arXiv:2302.12005 · doi:10.1007/JHEP07(2023)216
Abstract
Unified theories such as string theory and loop quantum gravity allow the Lorentz Invariance Violation (LIV) at the Planck Scale ( GeV). Using an effective field theory, this effect can be observed at low energies in terms of new interactions with a strength of . These new interactions contain operators with LIV coefficients which can be CPT-violating or CPT-conserving. In this work, we study in detail how these LIV parameters modify the transition probabilities in the next-generation long-baseline experiments, DUNE and T2HK. We evaluate the sensitivities of these experiments in isolation and combination to constrain the off-diagonal CPT-violating (, , ) and CPT-conserving (, , ) LIV parameters. We derive approximate compact analytical expressions of and probabilities in the presence of these LIV parameters to explain our numerical results. We explore the possible correlations and degeneracies between these LIV parameters & 3 parameters & . We find that for non-maximal values of , there exist degenerate solutions in its opposite octant for standalone DUNE and T2HK. These degeneracies disappear when we combine the data from DUNE and T2HK. In case of no-show, we place the expected bounds on these CPT-violating and CPT-conserving LIV parameters at 95% C.L. using the standalone DUNE, T2HK, and their combination. We observe that due to its access to a longer baseline and high-energy neutrinos, DUNE has a better reach in probing all these LIV parameters as compared to T2HK. Since the terms containing the CPT-conserving LIV parameters are proportional to neutrino energy in oscillation probabilities, T2HK is almost insensitive to the CPT-conserving LIV parameters because it mostly deals with sub-GeV neutrinos.
arXiv comment40 pages, 13 figures, 7 tables, two appendices. T2HK replaced by Hyper-K in the entire paper, Table 2 slightly modified, two new tables added in section 4, a new appendix added containing three new figures, and more discussions added in the text. This version has the same contents as the published article in Journal of High Energy Physics
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