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The CROSS experiment: detector construction, background projection, and sensitivity to $^{100}$Mo $0\nu2\beta$ decay

Authors: D. Auguste, A.S. Barabash, G. Benato, V. Berest, L. Berg\'e, M. Buchynska, J.M. Calvo-Mozota, J. Cao, P. Carniti, M. Chapellier, D. Cintas, I. Cojocari, I. Dafinei, F.A. Danevich, M. De Deo, A. Drobizhev, L. Dumoulin, F. Ferri, A. Giuliani, C. Gotti, Ph. Gras, A. Ianni, V.V. Kobychev, Yu. G. Kolomensky, S.I. Konovalov, P. Loaiza, P. de Marcillac, S. Marnieros, C.A. Marrache-Kikuchi, M. Martinez, C. Nones, E. Olivieri, A. Ortiz de Sol\'orzano, M. Pageot, Y. Peinaud, G. Pessina, D.V. Poda, Ph. Rosier, B. Schmidt, R. Serino, V.I. Tretyak, V.I. Umatov, M. Velazquez, M. Zarytskyy, A. ZolotarovaPublished: 2026-07-29Paper ID: 2607.26732Category: physics.ins-detLicense: CC BY 4.0

Abstract

The CROSS experiment to search for neutrinoless double-beta ($0\nu2\beta$) decay in $^{100}$Mo with the help of an array of scintillating cryogenic calorimeters, containing 4.9 kg of $^{100}$Mo, has been ongoing in a low-background setup at the Canfranc underground laboratory (Spain) since mid-November 2025. In this paper, we present the construction of the CROSS detector and the description of Geant4-based Monte Carlo simulations of expected background in the region of interest. The simulations predict the background index in a 100-keV-wide interval centered at the $Q$-value of $^{100}$Mo (3034 keV) on the level of 3.2(5) $\times$ 10$^{-3}$ cnts/keV/kg/yr. Taking into account an 18% deadtime induced by the muon veto cut and a typical 90% duty cycle of the facility, such background level would allow to reach the world-leading sensitivity to $^{100}$Mo $0\nu2\beta$ decay (lim $T_{1/2} \sim 4 \times 10^{24}$ yr) in 1 year of data taking. Considering conservatively a factor 3 (10) worse background index due to unpredictable radioactive contamination of construction materials and/or detector performance, a 2-yr-long operation of the CROSS array would be still compatible with the best (competitive) sensitivity to $0\nu2\beta$ decay in $^{100}$Mo.

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