A low-mass dark matter search using ionization signals in XENON100 Andrea Tiseni on behalf of the XENON collaboration IDM 2016 1 The XENON Collaboration A. Tiseni IDM 2016 2 XENON Dark Matter Program XENON10 XENON100 Operation time = 2005-2007 Operation time = from 2008 Xenon mass = 25 kg Xenon mass = 161 kg Target mass = 15 kg Target mass = 62 kg 8.8 ⇥ 10 44 cm 2 @ 100 GeV (2007) A. Tiseni XENON1T XENONnT See L. See M. Galloway’s Grandi’s talk talk See L. Rauch + B. Pelssers talks IDM 2016 3 −40 10 5 1 0 2 Slite 4 10 −41 10 CDM 3 10 M D C per 1 0 2 S 015 2 X a d n Pa 15 0 2 0 5 − de i 12 S 0 k 2 r 0 0 Da 1 N O N XE 2014 LUX 015 2 X U L 2 10 10 10 4 Su 1 −42 Low mass WIMP region 0 10 −43 10 −44 10 −45 10 WIMP−nucleon cross section ( cm ) WIMP−nucleon cross section ( zb ) 10 2 5 This Talk: XENON100 low mass −1 10 1 10 A. Tiseni 2 10 mWIMP ( GeV/c ) 2 D. S. Akerib et al. (LUX), Phys. Rev. Lett. 116, 161301 (2016) 3 10 IDM 2016 4 XENON100: Detection Principle A. Tiseni Scintillation Signal (S1) Ionisation Signal (S2) IDM 2016 5 XENON100: Position Reconstruction S2 time difference S1 Light pattern in the top PMT array. Computed and cross-checked by • Neural network algorithm • χ2 minimization • Support Vector Machine Z position from the time difference between S1 and S2 signals z = vdrift x dt ; vdrift ≈ 1.74 mm/µs Resolution σz < 0.3 mm Resolution σX,Y < 3 mm A. Tiseni IDM 2016 6 • Do not require the S1 signal for an event. Use the S2 as energy estimator S2-only features Event Rate [(keV x day X kg)-1] Ionisation (S2)-only analysis lower energy threshold No Z coordinate Recoil Energy [keV] expected S2 [PE] No ER/NR discrimination WIMP spectrum, mass = 7 GeV σ=10-41 cm2 mean standard analysis threshold 100% trigger efficiency Our threshold: 80 PE, 0.7 keV A. Tiseni E. Aprile et al. (XENON100), arXiv:1605.06262 (2016) Recoil Energy [keV] IDM 2016 7 WIMP-nucleon cross section (cm2) Analysis concept • Background (electronic recoils) dominated analysis claim 1 • We can challenge claims or improve at low masses. • Assume all events that remain comes from WIMPs claim 2 • Set a limit. WIMP-nucleon cross section (cm2) Wimp mass (GeV) A. Tiseni E. Aprile et al. (XENON100), arXiv:1605.06262 (2016) claim 1 limit claim 2 Wimp mass (GeV) IDM 2016 8 Data selection (I) • WIMPs interact uniformly in the TPC: Radial selection (R < 13.4 cm). • If there is an S1: Z-cut (1.9 cm below liquid gas interface + 0.5 cm above the cathode) and NR S2/S1 selection. • Single scatter + noise selection. • WIMPs interact ~uniformly with time: 10 ms cut after an event. increased rate after an event Photo-ionization on metal surfaces can cause small S2 signals appearing up to milliseconds after an event E Aprile et al. (XENON100), J. Phys. G: Nucl. Part. Phys. 41 (2014) 035201 A. Tiseni E. Aprile et al. (XENON100), arXiv:1605.06262 (2016) IDM 2016 9 Data selection (II) S2 signal can be produced by an interaction in the gas between the anode and the top PMT screening electrode Top PMT array electrode anode electrode AmBe Neutron-induced nuclear recoil calibration (AmBe) is used to model the S2 light collection between the top and bottom PMT array S2 light collection parameter A. Tiseni E. Aprile et al. (XENON100), arXiv:1605.06262 (2016) IDM 2016 10 Acceptance + trigger efficiency WIMP detection efficiency 50% at 80 pe Threshold Exposure = 30 kg x year Data used = RUN II (2011-2012) A. Tiseni Selection Events in Search data S2>80 PE + Radial cut 537398 Z cut + NR 103914 Noise Cut 57516 Single Scatter + 10 ms cut 49041 S2 light collection 13560 E. Aprile et al. (XENON100), arXiv:1605.06262 (2016) IDM 2016 11 Energy Conversion Model S2 = Y ⇥ Qy ⇥ E How many photoelectrons per electron we see in XENON100? Y = 20 pe/e- How many electrons per keV of recoil energy? We use the Bezrukov model with 0.7 keV cut-off Y Model chosen Cut-off E Aprile et al. (XENON100), J. Phys. G: Nucl. Part. Phys. 41 (2014) 035201 A. Tiseni E. Aprile et al. (XENON100), arXiv:1605.06262 (2016) IDM 2016 12 Limit Calculation • Comparison of the WIMP S2 spectrum with the search data S2 spectrum after cuts. Exclusion of the cross section that would cause more events than what we see. • Optimum interval method used to chose in an unbiased way the interval for the exclusion. S. Yellin, Phys.Rev. D66 (2002) 032005 mass = 6 GeV σ=1.5 x 10-41 cm2 A. Tiseni E. Aprile et al. (XENON100), arXiv:1605.06262 (2016) IDM 2016 13 Results DAMA/LIBRA CRESST-II CDMSlite CDMS-II XENON10 XENON100 this work improvement LUX A. Tiseni XENON100 SuperCDMS E. Aprile et al. (XENON100), arXiv:1605.06262 (2016) IDM 2016 14 Conclusions • Low mass WIMP search with XENON100. • Improvement below 7.5 GeV compared to S1-S2 analysis. • Similar analysis in XENON1T? Thank you for your attention! A. Tiseni IDM 2016 15 A. Tiseni IDM 2016 16 How to improve in the future: XENON1T A. Tiseni • No bare Cu surfaces compared to XENON100 • Better purification system IDM 2016 17 Optimum interval • Optimum interval is an extension of the maximum gap • Consider a gap with n events • Choose the gap that most strongly indicates that the proposed cross section is too high • Set a limit based on this best gap Events A. Tiseni S. Yellin, Phys.Rev. D66 (2002) 032005 IDM 2016 18
© Copyright 2026 Paperzz