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Article

Results and Perspectives from the First Two Years of Neutrino Physics at the LHC by the SND@LHC Experiment

by
D. Abbaneo
1,
S. Ahmad
2,
R. Albanese
3,4,
A. Alexandrov
3,
F. Alicante
3,4,
K. Androsov
5,
A. Anokhina
6,
T. Asada
3,4,
C. Asawatangtrakuldee
7,
M. A. Ayala Torres
8,
C. Battilana
9,10,
A. Bay
5,
A. Bertocco
3,4,
C. Betancourt
11,
D. Bick
12,
R. Biswas
1,
A. Blanco Castro
13,
V. Boccia
3,4,
M. Bogomilov
14,
D. Bonacorsi
9,10,
W. M. Bonivento
15,
P. Bordalo
13,
A. Boyarsky
16,17,
S. Buontempo
3,
M. Campanelli
18,
T. Camporesi
1,
V. Canale
3,4,
A. Castro
9,10,
D. Centanni
3,19,
F. Cerutti
1,
M. Chernyavskiy
6,
K.-Y. Choi
20,
S. Cholak
5,
F. Cindolo
3,
M. Climescu
21,
A. P. Conaboy
22,
G. M. Dallavalle
9,
D. Davino
3,23,
P. T. de Bryas
5,
G. De Lellis
3,4,*,
M. De Magistris
3,19,
A. De Roeck
1,
A. De Rújula
1,
M. De Serio
24,25,
D. De Simone
11,
A. Di Crescenzo
3,4,
D. Di Ferdinando
9,
R. Donà
9,12,
O. Durhan
26,
F. Fabbri
9,
F. Fedotovs
18,
M. Ferrillo
11,
M. Ferro-Luzzi
1,
R. A. Fini
25,
A. Fiorillo
3,4,
R. Fresa
3,27,
W. Funk
1,
F. M. Garay Walls
28,
A. Golovatiuk
3,4,
A. Golutvin
29,
E. Graverini
5,30,
A. M. Guler
26,
V. Guliaeva
6,
G. J. Haefeli
5,
C. Hagner
12,
J. C. Helo Herrera
31,32,
E. van Herwijnen
29,*,
P. Iengo
3,
S. Ilieva
3,4,14,
A. Infantino
1,
A. Iuliano
3,4,
R. Jacobsson
1,
C. Kamiscioglu
26,33,
A. M. Kauniskangas
5,
E. Khalikov
6,
S. H. Kim
34,
Y. G. Kim
35,
G. Klioutchnikov
1,
M. Komatsu
36,
N. Konovalova
6,
S. Kuleshov
8,31,
L. Krzempek
1,3,4,
H. M. Lacker
22,
O. Lantwin
3,
F. Lasagni Manghi
9,
A. Lauria
3,4,
K. Y. Lee
34,
K. S. Lee
37,
S. Lo Meo
9,
V. P. Loschiavo
3,23,
S. Marcellini
9,
A. Margiotta
9,10,
A. Mascellani
5,
F. Mei
10,
A. Miano
3,4,
A. Mikulenko
16,
M. C. Montesi
3,4,
F. L. Navarria
9,10,
W. Nuntiyakul
38,
S. Ogawa
39,
N. Okateva
6,
M. Ovchynnikov
16,
G. Paggi
3,10,
B. D. Park
34,
A. Pastore
24,
A. Perrotta
9,
D. Podgrudkov
6,
N. Polukhina
6,
A. Prota
3,4,
A. Quercia
3,4,
S. Ramos
13,
A. Reghunath
22,
T. Roganova
6,
F. Ronchetti
5,
T. Rovelli
9,10,
O. Ruchayskiy
40,
T. Ruf
1,
M. Sabate Gilarte
1,
Z. Sadykov
3,
M. Samoilov
6,
V. Scalera
3,19,
W. Schmidt-Parzefall
12,
O. Schneider
5,
G. Sekhniaidze
3,
N. Serra
11,
M. Shaposhnikov
5,
V. Shevchenko
6,
T. Shchedrina
6,
L. Shchutska
5,
H. Shibuya
39,41,
S. Simone
24,25,
G. P. Siroli
3,10,
G. Sirri
9,
G. Soares
13,
J. Y. Sohn
34,
O. J. Soto Sandoval
31,32,
M. Spurio
9,10,
N. Starkov
6,
J. Steggemann
5,
I. Timiryasov
40,
V. Tioukov
3,
F. Tramontano
3,4,
C. Trippl
5,
E. Ursov
6,
A. Ustyuzhanin
3,42,
G. Vankova-Kirilova
14,
G. Vasquez
11,
V. Verguilov
14,
N. Viegas Guerreiro Leonardo
13,
C. Vilela
13,
C. Visone
3,4,
R. Wanke
21,
E. Yaman
26,
Z. Yang
5,
C. Yazici
26,
C. S. Yoon
34,
E. Zaffaroni
5,
J. Zamora Saa
8,31 and
the SND@LHC Collaboration
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1
European Organization for Nuclear Research (CERN), 1211 Geneva, Switzerland
2
Pakistan Institute of Nuclear Science and Technology (PINSTECH), Nilore, Islamabad 45650, Pakistan
3
Sezione INFN di Napoli, 80126 Napoli, Italy
4
Università di Napoli “Federico II”, 80126 Napoli, Italy
5
Institute of Physics, EPFL, 1015 Lausanne, Switzerland
6
Affiliated with an institute covered by a cooperation agreement with CERN
7
Chulalongkorn University, Bangkok 10330, Thailand
8
Center for Theoretical and Experimental Particle Physics, Facultad de Ciencias Exactas, Universidad Andrès Bello, Fernandez Concha 700, Santiago 7591538, Chile
9
Sezione INFN di Bologna, 40127 Bologna, Italy
10
Università di Bologna, 40127 Bologna, Italy
11
Physik-Institut, UZH, 8057 Zurich, Switzerland
12
Hamburg University, 22761 Hamburg, Germany
13
Laboratory of Instrumentation and Experimental Particle Physics (LIP), 1649-003 Lisbon, Portugal
14
Faculty of Physics, Sofia University, 1164 Sofia, Bulgaria
15
Università degli Studi di Cagliari, 09124 Cagliari, Italy
16
University of Leiden, 2300 RA Leiden, The Netherlands
17
Taras Shevchenko National University of Kyiv, 01033 Kyiv, Ukraine
18
University College London, London WC1E 6BT, UK
19
Università di Napoli Parthenope, 80143 Napoli, Italy
20
Sungkyunkwan University, Suwon-si 16419, Republic of Korea
21
Institut für Physik and PRISMA Cluster of Excellence, 55099 Mainz, Germany
22
Humboldt-Universität zu Berlin, 12489 Berlin, Germany
23
Università del Sannio, 82100 Benevento, Italy
24
Sezione INFN di Bari, 70126 Bari, Italy
25
Università di Bari, 70126 Bari, Italy
26
Middle East Technical University (METU), Ankara 06800, Turkey
27
Università della Basilicata, 85100 Potenza, Italy
28
Departamento de Física, Pontificia Universidad Católica de Chile, Santiago 4860, Chile
29
Imperial College London, London SW7 2AZ, UK
30
Università di Pisa, 56126 Pisa, Italy
31
Millennium Institute for Subatomic Physics at High Energy Frontier-SAPHIR, Santiago 7591538, Chile
32
Departamento de Física, Facultad de Ciencias, Universidad de La Serena, La Serena 1200, Chile
33
Ankara University, Ankara 06100, Turkey
34
Department of Physics Education and RINS, Gyeongsang National University, Jinju 52828, Republic of Korea
35
Gwangju National University of Education, Gwangju 61204, Republic of Korea
36
Nagoya University, Nagoya 464-8602, Japan
37
Korea University, Seoul 02841, Republic of Korea
38
Chiang Mai University, Chiang Mai 50200, Thailand
39
Toho University, Chiba 274-8510, Japan
40
Niels Bohr Institute, 2100 Copenhagen, Denmark
41
Faculty of Engineering, Kanagawa 221-0802, Japan
42
Constructor University, 28759 Bremen, Germany
*
Authors to whom correspondence should be addressed.
Symmetry 2024, 16(6), 702; https://doi.org/10.3390/sym16060702
Submission received: 7 March 2024 / Revised: 8 April 2024 / Accepted: 12 April 2024 / Published: 6 June 2024

Abstract

:
After rapid approval and installation, the SND@LHC Collaboration was able to gather data successfully in 2022 and 2023. Neutrino interactions from νμs originating at the LHC IP1 were observed. Since muons constitute the major background for neutrino interactions, the muon flux entering the acceptance was also measured. To improve the rejection power of the detector and to increase the fiducial volume, a third Veto plane was recently installed. The energy resolution of the calorimeter system was measured in a test beam. This will help with the identification of νe interactions that can be used to probe charm production in the pseudo-rapidity range of SND@LHC (7.2 < η < 8.4). Events with three outgoing muons have been observed and are being studied. With no vertex in the target, these events are very likely from muon trident production in the rock before the detector. Events with a vertex in the detector could be from trident production, photon conversion, or positron annihilation. To enhance SND@LHC’s physics case, an upgrade is planned for HL-LHC that will increase the statistics and reduce the systematics. The installation of a magnet will allow the separation of νμ from ν ¯ μ

1. Introduction

It has been known for some time that p p colliders such as the LHC provide a copious source of multi Te V ‘prompt’ neutrinos produced at the p p intersections [1]. The scattering of these intense, highly energetic, neutrino beams paves the way to an interesting physics program [2]. In addition, the high muon flux, which is a background for the neutrino physics, allows the study of μ p and μ N interactions such as the production of muon tridents [3]. To profit from the fact that the flavor composition and energy range of the neutrino flux depend on the pseudorapidity η , the SND@LHC detector was placed in the TI18 tunnel at a distance of 480 m from IP 1 (ATLAS), where it is shielded by about hundred meters of rock. The detector was placed slightly off the LHC beam axis and covers the η range 7.2 < η < 8.4 , which is inaccessible by the other experiments at the LHC [4]. It allows the identification of all three flavors of neutrino interactions with high efficiency.
Using the data taken in 2022, eight events consistent with ν μ charged-current (CC) interactions were observed, while the estimated background of 0.086 events yielded a significance of about seven standard deviations [5]. Also using 2022 data, the FASER Collaboration [6] reported the observation of neutrino interactions in a complementary pseudo-rapidity region ( η > 8.8 ). The muon flux was measured by SND@LHC using three different subsystems, each giving compatible results [7]. In this article, we review and update the results that were obtained during the first two years of data taking and discuss how this experience led to various improvements in the detector. We shall also give the perspectives for an upgrade that is planned for the high-luminosity LHC phase (HL-LHC).

2. Detector

Figure 1 shows the SND@LHC detector. It is a hybrid detector consisting of emulsion and electronic detectors. The electronic detectors provide the time stamp of the neutrino interaction and preselect the interaction region while the neutrino interaction vertex is reconstructed using tracks in the emulsion. The Veto system is used to tag muons and other charged particles entering the detector from the IP1 direction.
The Veto system consists of two parallel planes of scintillating bars. Each plane is made of seven 1 × 6 × 42 cm3 vertically stacked bars of plastic scintillator.
The target section contains five walls. Each wall consists of four units (’bricks’) of Emulsion Cloud Chambers (ECC) and is followed by a scintillating fiber (SciFi) station for tracking.
Each SciFi station consists of one horizontal and one vertical 39 × 39 cm2 plane. Each plane comprises six staggered layers of 250 µm diameter polystyrene-based scintillating fibers. The single particle spatial resolution in one plane is ∼100 µm and the time resolution for a particle crossing both x and y planes is about 250 ps.
The muon system consists of two parts: the first five stations (UpStream, US), and the last three stations (Down Stream (DS), see Figure 1). Each US station consists of 10 stacked horizontal scintillator bars of 82.5 × 6 × 1 cm3, resulting in a coarse y view. A DS station consists of two layers of thinner bars measuring 82.5 × 1 × 1 cm3, arranged in alternating x and y planes, allowing for a spatial resolution in each axis of less than 1 cm. The eight scintillator stations are interleaved with 20 cm thick iron blocks. Events with hits in the DS detector and the SciFi tracker are used to identify muons.
All signals exceeding preset thresholds are read out by the front-end electronics and clustered in time to form events. An efficient software noise filter is applied to the events online, resulting in negligible detector deadtime and negligible loss in signal efficiency. Events satisfying certain topological criteria, such as the presence of hits in several detector planes, are read out. At the highest instantaneous luminosity in 2022 (2.5 × 1034 cm−2 s−1), this generated a rate of around 5.4 kHz.

3. Dataset and Simulated Samples

During 2022 and 2023, data were taken with pp collisions at a center of mass energy of 13.6 Te V . A total integrated luminosity of 70.5 fb 1 (36.8 fb 1 in 2022, 33.7 fb 1 in 2023) was recorded with an efficiency of 97.3 % (95 % in 2022, 99.7 % in 2023).
The analysis developed for the observation of ν μ CC interactions from LHC collisions was conducted solely using the data from the electronic detectors. The information from the emulsion detector is currently being processed and will require more time to analyze.
Neutrino production in p p collisions at the LHC was simulated with the FLUKA Monte Carlo simulation program [8]. DPMJET3 (Dual Parton Model, including charm) [9] was used for the p p event generation, and FLUKA performed the particle propagation towards the SND@LHC detector with the help of a detailed simulation of LHC accelerator elements. FLUKA also took care of simulating the production of neutrinos from decays of long-lived products of the p p collisions and of particles produced in re-interactions with the surrounding material. Genie [10] was then used to simulate neutrino interactions with the detector material. The propagation of particles through the TI18 tunnel and the SND@LHC detector was simulated with Geant4 [11]. A total of around 1.6 × 10 5 simulated neutrino events and 3 × 10 7 background events were generated for the analyses described in this publication.

4. Muon Neutrino Interactions

Given the high energy of the neutrinos within the detector acceptance [4], the dominant charged current (CC) process occurring for ν μ s is deep inelastic scattering (CC DIS). The signature of these interactions includes an isolated muon track in the muon system, associated with a hadronic shower detected in the SciFi and hadronic calorimeter. In Figure 1 the distinctive topology of ν μ CC DIS interactions is shown.
Considering the mass of the tungsten target during the 2022 run (∼800 kg), about 157 ± 37 ν μ CC DIS interactions are expected in the full target in the analyzed data set. The large range in the expectation is caused by the difference between the predictions of the ν μ flux at SND@LHC from DPMJET3 and SIBYLL obtained in Ref. [12]. The modeling is complex, and the different Monte Carlo programs have associated uncertainties ranging from 10 to 200%.
Observing the rare neutrino signal over the prevailing background implies adopting a selection with strong rejection power, designed to yield a clean set of events. As a result of the full selection, 8 ν μ CC DIS candidates are identified, while 4.2 are expected [5]. The amount of data and simulated signal events passing each section of the event selection criteria is given in Table 1.
A candidate event is shown in Figure 2.
To estimate the background from penetrating muons, the inefficiency of the Veto system needs to be measured. The overall Veto system inefficiency during 2022 was 4.5 × 10 4 [13], whereas during 2023, it was 6.6 × 10 6 [14]. This is due to the fact that, for most of the 2022 run, the time alignment between the different detector planes was not in place. The efficiency in 2023 is limited by the dead time.
In 2022, the SciFi inefficiency per station was 1.1 × 10 4 , making the combined inefficiency of the Veto system and the two most upstream SciFi planes 5.3 × 10 12 . The background induced by muons entering the fiducial volume is therefore negligible.

5. Muon Flux Measurement

For the calculation of the muon flux, only muons from p p collisions in IP1 are counted. The LHC filling scheme specifies which bunches cross at IP 1. Since the SND@LHC detector is 480 m away from IP 1, there is a phase shift between the filling scheme and the SND@LHC event timestamp. The phase adjustments for both beams are determined by finding the maximum overlap with SND@LHC event rates. The synchronized bunch structure then allows us to identify events associated with collisions at IP 1.
The muon flux is defined as the number of tracks per IP 1 integrated luminosity and unit detector area. The number of tracks is corrected for the tracking efficiency. The muon flux in the SciFi and DS detectors is estimated in an area with uniform tracking efficiency. For the SciFi, this is the area with 42 cm x 11 cm and 18 cm y 49 cm ( 31 × 31 cm 2 , see Figure 3 left). For the DS, this is the area with 54 cm x 2 cm and 12 cm y 64 cm ( 52 × 52 cm 2 ; see Figure 3 right) [7].
The muon fluxes per integrated luminosity for SciFi and DS are presented in Table 2, together with the statistical and systematic uncertainties. The DS muon flux is larger than the SciFi flux because of the non-uniform distribution of tracks in the vertical direction and the difference in acceptance. The total relative uncertainty is 6% for the SciFi measurement and 4% for the DS.
The flux values obtained from the electronic detectors using data are between 20 and 25% larger than those obtained from the Monte Carlo simulation. Given the complexity of modeling and the fact that different Monte Carlo programs are used, each with an associated uncertainty ranging from 10 to 200%, the agreement between the prediction by the Monte Carlo simulation and the measured flux is satisfactory.
During the commissioning phase of the LHC (7 May–26 July 2022), a reduced target was instrumented with a single emulsion brick to establish whether the occupancy of the emulsion could be determined, thus providing input for the analysis of future targets.
The muon flux per integrated luminosity through an 18 × 18 cm2 area of this ECC brick was found to be 1.5 ± 0.1 ( stat ) × 10 4 fb / cm 2 , in reasonable agreement with the measurement from the electronic detectors.
Extended measurements of the muon flux are important to validate the FLUKA simulations. A muon telescope has been installed in TI18, during the 2023–2024 YETS. It is positioned upstream of the SND@LHC target. Its portability should further allow for the extension of the measurement of the muon flux in different angular regions.

6. Veto Upgrade

Table 1 shows that the fiducial volume cut rejects 92.4% of the neutrino CC interactions. This is mostly because of the Veto inefficiency in the bottom part of the detector where the neutrino density is higher. This is shown in Figure 4 where tracks reconstructed with SciFi hits are projected back on the veto planes for events with a low number of fired Veto channels. Besides this reduction in the transverse plane, the use of two SciFi stations to veto non- ν events has further reduced the fiducial volume.
To address these issues, a third Veto station with vertical bars was installed during the Year End Technical Stop of 2023–2024 (see Figure 5). The acceptance is increased by the excavation and the shift of the whole Veto system towards the bottom. The new position of the Veto now provides full coverage of the target sensitive area. Since the lower part of the target has the highest neutrino density, we do expect an increase in the number of observed neutrino interactions although this number has not been evaluated yet. The detector was tested with cosmic rays and is currently being commissioned.

7. Energy Calibration

For all neutrino flavors, energetic ν N collisions produce electromagnetic and hadronic showers. The reconstruction of the total energy requires an estimate of the fraction lost in the target and US regions. The combination of the SciFi + target and Muon system acts as a non-homogeneous hadronic calorimeter with ≈11 λ int , ranging from 9.5 to 12.5 λ int depending on the position of the neutrino interaction vertex in the target, for the measurement of the energy of the hadronic jet produced in the neutrino interaction. The energy of electromagnetic and hadronic showers is obtained by measuring the shower profile at each SciFi plane. The energy calibration for the SciFi tracker was completed with a test beam in 2023. The detector layout of the test beam setup is shown in Figure 6.
The configuration of the test beam differs from the setup installed in TI 18 for the following: only one DS station is used and half of the target, equivalent to 1.5 λ int is reproduced with three iron slabs.
The test beam provided pions with energies between 100 and 300 Ge V . Figure 7 left shows that the energy response of the SciFi is proportional to the energy of the incoming particle, whereas the figure on the right shows that there is a linear correlation between the energy response of the SciFi and the US.
Thus, one can assume that the energy may be given as a combination of the QDC values obtained from the two systems (QDC (charge-to-digital conversion) is a technique used to measure the energy of particles or photons detected by the silicon photomultipliers (SiPMs) that generate signals from the SciFi and the US):
E = k × Q D C SciFi + α × Q D C US .
By determining the value of the parameters k and α from the measurements, one can calculate the reconstructed energy, from which we obtain preliminary figures for the energy resolution of about 25% at 100 Ge V and 15% at 300 Ge V for showers initiated in the second target of the test beam configuration. These preliminary results are shown in Figure 8.
To apply these results to the detector in TI18, one needs to determine the origin of the shower. For showers starting in the last three walls of the target, the results can be applied without change since the number of interaction lengths is the same. For showers starting in the first two walls, an extrapolation can be performed using a Monte Carlo simulation that has been calibrated using the test beam data.

8. Muon Trident Events

When Pauli postulated the exclusion principle to explain the number of electrons on the shells around the nucleus, muons had not yet been discovered. Since muons behave like electrons in all aspects, states in which two identical muons exist are also antisymmetric to the exchange of these muons [3]. Muon trident events were observed and indeed, the measured cross-section conforms to Fermi–Dirac statistics [15]. They were also observed when cosmic muons impinged on the ALEPH RPC detector [16]. However, such events have not yet been observed at the LHC.
In SND@LHC, two types of events with three outgoing muons have been observed:
  • Three almost parallel tracks entering the detector (Figure 9A).
  • An incoming track, a vertex in the target with three outgoing tracks (Figure 9B).
The events in the first category are muon tridents produced in the upstream rock. Events in the second category are produced by three types of interactions in the detector:
  • μ ± + N μ + μ μ ± + N (genuine trident).
  • μ ± + N μ ± + N + γ , γ + N N + μ + μ (muon bremsstrahlung followed by gamma conversion).
  • μ ± + N μ ± + N + γ , γ + N N + e + e , e + + e ( atomic ) μ + μ (muon bremsstrahlung, gamma conversion into e + e followed by positron annihilation).
All three processes are implemented in Geant4, but the trident process was only recently introduced [17]. Our measurement will therefore be an interesting validation of this implementation. The analysis of trident events will also be of interest for the matching between the electronic detectors and the emulsion.
From the Monte Carlo simulation, we see that the contribution from positron annihilation can be ignored due to the low cross-sections. The momentum of muons from the trident process is much harder (around 100 GeV) than the momentum of muons from γ conversion (about 10 GeV). The momentum spectrum is correlated with the opening angles between muons, which are much smaller for the trident process. Therefore, for the muons interacting in the upstream rock, secondary muons produced from γ conversion tend to be absorbed in the rock itself, thus naturally reducing the contamination of the trident process. This makes this class of events (Figure 9A) more sensitive to the trident process.
If the interaction happens in the target, the trident is difficult to resolve. Because the secondary production gives muons with a larger angle, they are easier to observe.
Preliminary results show that, given undetermined systematic errors, the yields from the Monte Carlo simulation for trident interactions in rock and in the target are in reasonable agreement with the data.

9. Upgrade Plans for the High Luminosity LHC

To improve the detector performance and to overcome the geometrical constraints imposed by the tunnel geometry and the sloping floor, an upgraded version of the detector is proposed for the HL-LHC.
To profit from the high statistics at the HL-LHC and to be able to distinguish neutrinos from anti-neutrinos, two detectors in the forward direction are foreseen: an “AdvSND-Far” detector covering the η > 7.9 range in TI18 and, in a second stage, an “AdvSND-Near” detector close to IP5 (CMS), covering the 4.0 < η < 4.5 range (see Figure 10). The latter η range overlaps with that of LHCb where c and b quark production cross-sections have been measured. This will allow for a significant reduction in the systematic uncertainties in the measurement of heavy quark production in the unprobed forward region that will be conducted with the AdvSND-Far detector.
The detector structure of AdvSND-Far will closely resemble the current SND@LHC detector, comprising a neutrino target serving as both a vertex detector and an electromagnetic calorimeter (see Figure 11, left). It will be preceded by a charged particle veto setup and followed by a hadron calorimeter and a muon identifier.
During the 2022 and 2023 runs, it was established that the maximum amount of integrated luminosity for the reconstruction of the emulsion data is about 20 fb−1. At this luminosity, the pile-up of muons produces parallel tracks 10 micron apart from each other. This is the limit with which consecutive films can be aligned.
At the HL-LHC, the expected instantaneous luminosity is five times larger than the current one and the maximum exposure will be obtained after one week. The frequent replacement of emulsion films, even if financially manageable by the collaboration, would require a correspondingly frequent stopping of the machine to provide access, which is not compatible with an efficient operation of the LHC machine. For this reason, the use of electronic readout technology as a high-precision vertex detector is envisaged. An agreement with CMS was established to re-use their silicon strip tracker stations with a pitch of 122 μm.
The detector is designed to fit within the same area (the TI18 tunnel) with modifications intended to better exploit the neutrino flux (see Figure 11, right). Due to the sloping floor, the veto does not cover the entire target region, and it does not have any rejection power against charged particles entering the lower part of the target, where the neutrino flux is higher. Thus, the detector needs to be lowered by 15 cm, which means that the base of the tunnel needs to be excavated. At this location, there will be a partial overlap with FASER [6], which is useful for comparison and constraints on the systematics. We expect to collect more than 2.5 × 10 5 ν and ν ¯ CC DIS interactions of all flavors (for an integrated luminosity of 3 ab 1 ), i.e., about a hundred times more than what will be collected in Run 3. The ν e flux in the target is still predominantly (>80%) produced by charmed hadron decays (Figure 12).
A further enhancement is the addition of a magnet to measure the momentum of the muons produced following the neutrino interaction. To allow the installation of a magnet, the tunnel section needs to be enlarged.
The AdvSND-Near detector and its position are shown in Figure 13.
Preliminary results of Monte Carlo simulation studies indicate that we can expect 2 × 10 4 DIS CC neutrino interactions.

10. Conclusions

Using the 2022 data SND@LHC has published the observation of ν μ interactions at the LHC and the measurement of the μ flux passing through the detector. The operation continued smoothly in 2023 with an improved efficiency of 99.7 %. The analysis of the 2023 data is ongoing and updates to the ν e interactions and the μ flux (including the heavy ion run) will be published soon. Interesting muon trident-like events have been detected and a full analysis is underway.
Results of the search for ν e interactions will also be published soon. By measuring the ν e yield we can determine the heavy flavour production, which is one of the main items in the physics program of the experiment. Assuming the SM cross-section for this species and the measured branching fractions for heavy flavour to ν e , one can estimate the flux of the other neutrino species induced by heavy flavour production. This will allow the SM predictions to be tested and a search to be made for non-standard and flavour-specific neutrino interactions at high energies.
The observation of ν τ interactions requires the processing and analysis of the emulsion data which is under way.
A test beam campaign was conducted in 2023 for the energy calibration. The energy resolution of the electromagnetic and hadronic calorimeters was measured to lie between 15–30 %, as expected from the Monte Carlo simulation. This will allow us to estimate the energy of the hadronic jet produced in the ν μ interaction and hence the ν energy.
To recover fiducial volume losses (bottom part in particular) a third Veto layer was installed and the entire Veto system was lowered during the 2023–2024 YETS. This will significantly increase the number of ν interactions observed.
Studies are in progress on how to extend the physics case during HL-LHC. A Letter of Intent describing the upgrade project has been submitted to the LHCC [18].

Author Contributions

All authors have read and agreed to the published version of the manuscript.

Funding

We acknowledge the support for the construction and operation of the SND@LHC detector provided by the following funding agencies: CERN; the Bulgarian Ministry of Education and Science within the National Roadmap for Research Infrastructures 2020–2027 (object CERN); ANID—Millennium Program—ICN2019_044 (Chile); the Deutsche Forschungsgemeinschaft (DFG, ID 496466340); the Italian National Institute for Nuclear Physics (INFN); JSPS, MEXT, the Global COE program of Nagoya University, the Promotion and Mutual Aid Corporation for Private Schools of Japan for Japan; the National Research Foundation of Korea with grant numbers 2021R1A2C2011003, 2020R1A2C1099546, 2021R1F1A1061717, and 2022R1A2C100505; Fundação para a Ciência e a Tecnologia, FCT (Portugal), CERN/FIS-INS/0028/2021; the Swiss National Science Foundation (SNSF); TENMAK for Turkey (Grant No. 2022TENMAK(CERN) A5.H3.F2-1). M. Climesu, H. Lacker and R. Wanke are funded by the Deutsche Forschungsgemeinschaft (DFG, German Research Foundation), Project 496466340. We acknowledge the funding of individuals by Fundação para a Ciência e a Tecnologia, FCT (Portugal) with grant numbers CEECIND/01334/2018, CEECINST/00032/2021 and PRT/BD/153351/2021.

Data Availability Statement

The raw datasets analyzed during the current study are available from the corresponding author on reasonable request.

Acknowledgments

We express our gratitude to our colleagues in the CERN accelerator departments for the excellent performance of the LHC. We thank the technical and administrative staff at CERN and at other SND@LHC institutes for their contributions to the success of the SND@LHC efforts. We thank Luis Lopes, Jakob Paul Schmidt and Maik Daniels for their help during the construction.

Conflicts of Interest

The authors declare no conflicts of interest.

References

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Figure 1. Schematic layout of the SND@LHC detector. The pseudo-rapidity η values are the limits for particles hitting the lower left and the upper right corner of the ECC. The side view includes an illustration of a simulated ν μ CC interaction.
Figure 1. Schematic layout of the SND@LHC detector. The pseudo-rapidity η values are the limits for particles hitting the lower left and the upper right corner of the ECC. The side view includes an illustration of a simulated ν μ CC interaction.
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Figure 2. Display of a ν μ CC candidate event. Hits in the SciFi (grey), and hadronic calorimeter and muon system (green) are shown as blue markers and black bars, respectively, and the line represents the reconstructed muon track. The dotted line in red shows the collision axis. The Veto (red) appears in front of the SciFi.
Figure 2. Display of a ν μ CC candidate event. Hits in the SciFi (grey), and hadronic calorimeter and muon system (green) are shown as blue markers and black bars, respectively, and the line represents the reconstructed muon track. The dotted line in red shows the collision axis. The Veto (red) appears in front of the SciFi.
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Figure 3. Distribution of SciFi tracks at the most upstream detector plane (left). Distribution of DS tracks at the most upstream detector plane (right). The distributions are normalized to unit integral. Horizontal stripes of lower counts in the central part of the detector are caused by scintillator bar inefficiencies. The red border delimits the region considered for the DS muon flux measurement.
Figure 3. Distribution of SciFi tracks at the most upstream detector plane (left). Distribution of DS tracks at the most upstream detector plane (right). The distributions are normalized to unit integral. Horizontal stripes of lower counts in the central part of the detector are caused by scintillator bar inefficiencies. The red border delimits the region considered for the DS muon flux measurement.
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Figure 4. The extrapolated position of the reconstructed Scifi track at Veto plane 0 (left) and Veto plane 1 (right) for events with less than 13 fired Veto channels. The red square encloses the fiducial area used for the observation of neutrino interactions.
Figure 4. The extrapolated position of the reconstructed Scifi track at Veto plane 0 (left) and Veto plane 1 (right) for events with less than 13 fired Veto channels. The red square encloses the fiducial area used for the observation of neutrino interactions.
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Figure 5. Current Veto system layout with two planes with horizontal bars (left). The upgraded Veto system with a third plane with vertical bars (right).
Figure 5. Current Veto system layout with two planes with horizontal bars (left). The upgraded Veto system with a third plane with vertical bars (right).
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Figure 6. The detector used for the energy calibration.
Figure 6. The detector used for the energy calibration.
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Figure 7. The SciFi response for particles of various energy. The different colors denote the starting point of the shower (blue indicates wall 1, red 2, and pink 3) (left). The energy response of the SciFi vs. the US for 180 Ge V pions (right).
Figure 7. The SciFi response for particles of various energy. The different colors denote the starting point of the shower (blue indicates wall 1, red 2, and pink 3) (left). The energy response of the SciFi vs. the US for 180 Ge V pions (right).
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Figure 8. Preliminary results for the reconstructed energy from the 2023 test beam.
Figure 8. Preliminary results for the reconstructed energy from the 2023 test beam.
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Figure 9. Muon trident–ike events detected at SND@LHC. The event on the left belongs to category (A) (three almost parallel tracks entering the detector). The event on the right belongs to category (B) (an incoming track, a vertex in the target with three outgoing tracks).
Figure 9. Muon trident–ike events detected at SND@LHC. The event on the left belongs to category (A) (three almost parallel tracks entering the detector). The event on the right belongs to category (B) (an incoming track, a vertex in the target with three outgoing tracks).
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Figure 10. The proposed AdvSND detectors.
Figure 10. The proposed AdvSND detectors.
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Figure 11. The AdvSND-Far detector (left) and its position in TI18 (right).
Figure 11. The AdvSND-Far detector (left) and its position in TI18 (right).
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Figure 12. ν μ flux in the acceptance of the AdvSND-Far target.
Figure 12. ν μ flux in the acceptance of the AdvSND-Far target.
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Figure 13. The AdvSND-Near detector (left) and a possible location in the UJ57 cavern (right).
Figure 13. The AdvSND-Near detector (left) and a possible location in the UJ57 cavern (right).
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Table 1. Number of events passing the selection cuts in the data and signal simulation.
Table 1. Number of events passing the selection cuts in the data and signal simulation.
DataSignal Simulation
All 8.4 × 10 9 157
Fiducial volume 4.9 × 10 5 11.9
One muon-like track176.1
Large SciFi activity135.1
Large hadronic activity124.7
Low muon system activity84.2
Table 2. Comparison between the muon flux obtained from data and Monte Carlo simulation.
Table 2. Comparison between the muon flux obtained from data and Monte Carlo simulation.
SystemSampleMuon Flux [ 10 4 fb / cm 2 ] 1 sim data [ % ]
SciFidata
sim
2.06 ± 0.01 ( stat . ) ± 0.12 ( sys . )
1.60 ± 0.05 ( stat . ) ± 0.19 ( sys . )
22 ± 9
DSdata
sim
2.35 ± 0.01 ( stat . ) ± 0.10 ( sys . )
1.79 ± 0.03 ( stat . ) ± 0.15 ( sys . )
24 ± 9
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MDPI and ACS Style

Abbaneo, D.; Ahmad, S.; Albanese, R.; Alexandrov, A.; Alicante, F.; Androsov, K.; Anokhina, A.; Asada, T.; Asawatangtrakuldee, C.; Ayala Torres, M.A.; et al. Results and Perspectives from the First Two Years of Neutrino Physics at the LHC by the SND@LHC Experiment. Symmetry 2024, 16, 702. https://doi.org/10.3390/sym16060702

AMA Style

Abbaneo D, Ahmad S, Albanese R, Alexandrov A, Alicante F, Androsov K, Anokhina A, Asada T, Asawatangtrakuldee C, Ayala Torres MA, et al. Results and Perspectives from the First Two Years of Neutrino Physics at the LHC by the SND@LHC Experiment. Symmetry. 2024; 16(6):702. https://doi.org/10.3390/sym16060702

Chicago/Turabian Style

Abbaneo, D., S. Ahmad, R. Albanese, A. Alexandrov, F. Alicante, K. Androsov, A. Anokhina, T. Asada, C. Asawatangtrakuldee, M. A. Ayala Torres, and et al. 2024. "Results and Perspectives from the First Two Years of Neutrino Physics at the LHC by the SND@LHC Experiment" Symmetry 16, no. 6: 702. https://doi.org/10.3390/sym16060702

APA Style

Abbaneo, D., Ahmad, S., Albanese, R., Alexandrov, A., Alicante, F., Androsov, K., Anokhina, A., Asada, T., Asawatangtrakuldee, C., Ayala Torres, M. A., Battilana, C., Bay, A., Bertocco, A., Betancourt, C., Bick, D., Biswas, R., Blanco Castro, A., Boccia, V., Bogomilov, M., ... the SND@LHC Collaboration. (2024). Results and Perspectives from the First Two Years of Neutrino Physics at the LHC by the SND@LHC Experiment. Symmetry, 16(6), 702. https://doi.org/10.3390/sym16060702

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