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Wrong sign muons detection in a
Monolith-like structure Marco Selvi (Bologna University and INFN Ph.D. student) In collaboration with M. Garbini, H. Menghetti
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Overview Wrong sign muon physics The Monolith Detector
Background rejection power Charge Identification WSM from hadrons Various detector structures Test beam results Conclusions
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study of matter effects, CP violation
Physics at a n-Factory Circulating 50 GeV m+ in a NuFactory (1021 decays in 5 years) Beam made by nm and ne (m e+ ne nm) Search at LBL for wrong sign muons (m-) coming from ne oscillated into nm q13, sign of Dm2, study of matter effects, CP violation
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nm CC rate (background)
m+ e+ ne nm nm CC at 732 km nm m+ + X
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nm CC rate (signal) m+ e+ ne nm nm 1.1 105 nm CC at 732 km nm m- + X
oscillation nm nm CC at 732 km nm m- + X
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n The Monolith Detector Large mass 34 kton
Magnetized Fe spectrometer B = 1.3 Tesla Time resolution ~ 1 ns (for up/down discrimination) Space resolution ~ 1 cm (rms on X-Y coordinates) Momentum resolution sp/p ~ 20% from track curvature for outgoing m ~ 6% from range for stopping m Hadron E resolution sEh /Eh ~ 90%/Eh 30% 14.5 m B B ~52000 m2 of detector : Glass Spark Counters 13 m Fe n 2.2 cm Fe 8 cm 29.5 m
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Backgrounds Two main sources: Fake WSM (due to charge misidentification) WSM from hadrons
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Charge identification
Generate interaction using Pythia + q.e. + 1p corrections (Lipari code). Simulate the whole event in Geant: Multiple scattering with Moliere theory option ON (not just gaussian approximation) Full B field description Fit muon track using GEANE and Kalman filter approach (a real reconstruction, not just smearing) both for signal and background
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B field details n n n n
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Long PC event example (m-)
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background event example (m+)
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n Wrong event example Large angle scattering
Overestimated in GEANT (~30) ...see OPERA Recognizable via Kalman filter (change in slope)
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Charge identification: results
Selection cuts: Pm (from range) > 7.5 GeV In each region: At least 4 points Track lenght > 300 cm Same charge assigned in each region Fractional bkg. 1 x 10-6 Efficiency 35%
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Wrong sign muons from hadrons
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Wsm from hadrons
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Wsm from hadrons Large Magnetic Detector people showed (see Sitges Workshop Cervera’s talk) that it is possible to reject such bkg up to ~ 2 x with 24% efficiency just using two cuts: Pm > 5. GeV Qt > 1.4 GeV Qt = Pm sin2q
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... What can Monolith say? Pm cut may be easily reproduced:
good muon momentum resolution Qt depends on hadronic angular resolution in LMD analysis they assume to have the same performances of MINOS (MINOS proposal - chapter 7) in MONOLITH: it has to be checked !!
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Angular resolution: true vertex
3cm read-out strips From true vertex to true shower’s center of gravity From true vertex to rec. shower’s center of gravity n MINOS assumes to know the true vertex
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Vertex resolution Transverse resolution sx = 5.6 cm
Longitudinal res. sy = 5.8 cm Vertical res. sz = 5.1 cm
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Ang. Resolution: reconstr. vertex
From true vertex to true shower’s center of gravity From reconstructed vertex to rec. shower’s center of gravity n
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hadronic angular resolution
Assuming vertex known: comparable with MINOS Monolith fit 23. 10.6
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hadronic angular resolution
Reconstructing vertex: about twice MINOS Monolith fit 32. 8.2
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e nm CC ne CC nm ne NC First approach
Just use a hard momentum cut (Pm >20 GeV) and forget about the angular resolution. Fractional bkg and efficiency Charge misid. nm CC ne CC nm ne NC e MONOLITH 11 % 35 100 .6 30 LMD 24 % 38 6 5.6
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Sin2(2q13) sensitivity Oscillation probability:
Pne-nm= s232 sin2(2q13) sin2(1.27 Dm2 L/E) Fix q23=45°, change q13 and Dm2 Compare number of signal events (efficiency corrected) with the error in the surviving background events (statistical + 5% syst.) Draw a 4s region
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Sin2(2q13) sensitivity – 4s Strong muon momentum cut Pm > 20 GeV
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Second approach Use LMD cuts (Pm >5. GeV; Qt > 1.4 GeV) and take into account the different smearing 3 times higher fractional “hadronic” backgrounds Monolith fit 32. 8.2 e = 16%
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Sin2(2q13) sensitivity – 4s Strong muon momentum cut Pm > 20 GeV
Qt > 1.4 GeV
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Improvements Higher granularity Planes orientation
... perform the same cuts (Pm >5. GeV; Qt > 1.4 GeV) and modify the fractional bkg accordingly with the obtained hadronic direction smearing Efficiencies are considered to be the same (16.5%) Very conservative hypothesis: improvements are expected in both cases
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Horizontal plates – 4 cm thick
Monolith fit 23. 12.
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Sin2(2q13) sensitivity – 4s Strong muon momentum cut Pm > 20 GeV
Qt > 1.4 GeV 4 cm horiz plane Pm > 5 GeV Qt > 1.4 GeV
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Vertical planes – 8 cm thick
...Against ~5 cm
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Vertical plates – 8 cm thick
Monolith fit 15. 12.
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Sin2(2q13) sensitivity – 4s Strong muon momentum cut Pm > 20 GeV
Qt > 1.4 GeV 8 cm VERT plane Pm > 5 GeV Qt > 1.4 GeV
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Baseline: 3500 km Bkg ~ L-2 (fluxes)
Signal ~ L-2 (fluxes) x L2 (oscillation) = L0 ... up to O(3000 km) Baseline 732 km 8 cm VERT plane Pm > 5 GeV ; Qt > 1.4 GeV Baseline 3500 km
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100 kton detectors Baseline 732 km Mass: 34 kt 8 cm VERT plane
Pm > 5 GeV Qt > 1.4 GeV Mass: 100 kt
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Test-beam with a iron-RPC calorimeter
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Experimental setup 2,4,6,8,10 GeV Iron (5cm) + RPC (2cm) e, p, m
Cherenkov Scintillators
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Event display: m Use the muon direction as the true beam direction:
Uncertainty 1 degree
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Event display: p
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Direction reconstruction
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hadronic angular resolution
Resolution better than the requested one. Baby-Monolith fit 10.4 10.1
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hadronic angular resolution
MC and Data comparison: 5cm thick plates 3cm strip width
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hadronic angular resolution
MC and Data comparison: 10cm thick plates 3cm strip width ... Also 10cm agrees with MINOS fit (reference one) !!!
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One word (slide) about atmospherics
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Vertical vs horizontal layers for atmospheric neutrinos (FAQ)
Selected atm. n’s events for fixed L/E resolution Lower reconstruction efficiency along the vertical direction with vertical plates About the same efficiency at small L/E (where the 1st minimum is expected): Events near the horizon filtered by resolution requirements! Horizontal plates Vertical plates 8 cm iron (contained events full simulation) Pay on mixing, but marginally on Dm2
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Comment about LMD How will this muon track be measured?
What has been simulated:
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Comparing structures LMD: Iron rod diameter: 6 cm Scint. rod diameter: 2 cm MONOLITH hor 4cm 2 cm 2 cm 4 cm Identical structures but LMD has less active volume !
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Right treatment of the resolution
MINOS fit: 3d !!!
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Conclusions We demonstrate that a full simulation of a realistic detector gives, in the worst case (horiz. 8cm plates), a 3 times lower sensitivity Among improvements, the better seems PLATES ORIENTATION (Moreover, it allows a good toroidal B field (not charge symmetric) ... Better S/N ratio !!) Test beam results confirm that vertical orientation (no matter about segmentation) satisfies the requested performances Atmospherics are reconstructed with the correct resolutions and efficiencies also with vertical plates!!
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