【论文速递】First application of the optimised next neighbour cleaning to data from imaging

英文标题：First application of the optimised next neighbour cleaning to data from imaging atmospheric Cherenkov telescopes

arXiv编号：2611.05123
作者：Maria Kherlakian, Gernot Maier
来源：arXiv
原文链接：https://arxiv.org/abs/2611.05123

中文摘要：
Imaging atmospheric Cherenkov telescopes (IACTs) cameras are constantly subject to signals from the night sky background and electronic noise during event recordings. Image cleaning methods are typically employed to eliminate pixels that are mostly noise-contaminated and lack sufficient Cherenkov light. In this paper, we present the implementation of the optimised next neighbour (ONN) technique to the Very Energetic Radiation Imaging Telescope Array System (VERITAS) reconstruction pipeline. With this method, cleaning thresholds are derived in a two-parameter space, composed of the minimum total integrated charge of a cluster of pixels, $q_{\rm min}$, and by the maximum difference in the pulse arrival time within the cluster, $δ_t$. The cleaning contours in $q_{\rm min} - δ_t$ are adjusted to set a high probability of noise suppression while optimising the retention of pixels containing Cherenkov light. In comparison to the VERITAS double-pass image cleaning method, effective areas are increased at the lower energy range ($\sim$ 60 - 90 GeV) by a factor of up to $\sim$ 25. Energy thresholds are reduced by up to $\sim$ 22\%. Testing the method on Crab Nebula data resulted in an increased number of reconstructed excess events at energies < 1 TeV by a factor of up to $\sim$ 82. Finally, an increase in the differential sensitivity of VERITAS by a factor of up to $\sim$ 8 was observed at $\sim$ 20 GeV. With the addition of BDT-based $γ$/hadron separation cuts, the method improves the detection significance of a 20 hour Crab Nebula dataset, while excess event rates are enhanced by $\sim$ 16\%. In summary, the ONN image cleaning provides a reduced energy threshold and a higher rate of event reconstruction. The technique is especially advantageous for the analysis of gamma-ray sources presenting transient and soft spectra.

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