CP Violation Results From the NA48 Experiments Giuseppina Anzivino University of Perugia and INFN on Behalf of the NA48/2 Collaboration Cambridge, CERN,

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CP Violation Results From the NA48 Experiments Giuseppina Anzivino University of Perugia and INFN on Behalf of the NA48/2 Collaboration Cambridge, CERN, Chicago, Dubna, Edinburgh, Ferrara, Firenze, Mainz, Northwestern, Perugia, Pisa, Saclay, Siegen, Torino, ViennaPASCOS-07 Imperial College, London, 2-7 July 2007

July, 6th 2007 Giuseppina 07 2 Outline  NA48: the CP violation experiment  Brief history  The NA48 detector  NA48 - The CP violation parameter  +-  NA48/2 - Direct CP violation in K ±  3  decays  NA48/3 (P326/NA62)  Measure the BR of the rare decay K + →  +  Testing  -e universality with K ± → l ± decays  Conclusions

July, 6th 2007 Giuseppina 07 3 Data taking periods NA48 ( )  Direct CP violation in neutral kaon decays Re(  ’/  ) = (14.7 ± 2.2) x  Measurement of CP violation parameter |  +-| New result NA48/1 (2002)  Rare K S decays BR (K S →  0 e + e - ) = ( ± 0.8) x BR (K S →  0  +  - ) = ( ± 0.2) x NA48/2 ( )  Search for direct CP violation in K ± → 3  dacays Final result and many other rare decay results!

July, 6th 2007 Giuseppina 07 4 The NA48 detector Main detector components:  Magnetic spectrometer (4 DCHs): 4 views: redundancy  efficiency σ(p)/p 1.0% % p [GeV/c]  Hodoscope: fast trigger and precise time measurement (150ps)  Liquid Krypton e.m. calorimeter: High granularity, quasi−homogeneous σ(E)/E = 3.2%/√E + 9%/E % [GeV]  Hadron calorimeter, photon vetos, muon veto counters

July, 6th 2007 Giuseppina 07 5 CP violation parameter |  +-| NA48

July, 6th 2007 Giuseppina 07 6 CP violation parameter  +- The parameter  +- fundamental observable of CP violation defined as the ratio of K L to K S CPV decay amplitudes related to indirect and direct CPV parameters How we determine |  +-| Measure the ratio of the decay rates Compute Extract |  +-|

July, 6th 2007 Giuseppina 07 7  (K2  )/  (Ke3): event selection  dominant background (K e3, K  3, K L →  +  -  0 ) need to be suppressed by 4-5 order of magnitude  data well described by MC  about  +  - events selected  select K e3 decays via the ratio E/p (energy in electromagnetic calorimeter over track momentum)  about 5 million K e3 events selected with small background Data sample: special run with pure K L beam, low intensity two days in 1999, ~ 80 million events collected K L →  +  - K L →  ± e

July, 6th 2007 Giuseppina 07 8 Results published in Phys.Lett.B 645:26-35,2007  +  -  in data sample (IB) included (DE) subtracted (mostly CPC) used NA48 updated result for BR(K L →  e ) Phys.Lett.B 602:41-51,2004 INPUT: most precise mesurements  KS → NA48  KL → KLOE BR(K S →  +  - ) → KLOE

July, 6th 2007 Giuseppina 07 9 Comparison of results Good agreement with results from KTeV and KLOE Experiments contradict PDG 2004  (K 2  )/  (K e3 ) |  +-|

July, 6th 2007 Giuseppina Comparison of results For comparison it is important to point out the treatment of radiative decays (IB and DE)

July, 6th 2007 Giuseppina CP violation in K ±  3  decays NA48/2

July, 6th 2007 Giuseppina CP violation in K ±  3  decays Look for direct CP violation in K ± decays (only direct CPV in K ± possible – no mixing) Complementary CP observables in Kaons: neutral →  ’ and     charged → slope asymmetries BR (K ±   ±  +   )= 5.57% BR (K ±   ±  0  0 ) = 1.73% Kinematics: u = (s 3 -s 0 )/m  2 v = (s 2 -s 1 )/m  2 s i = (P K  P  i ) 2, i=1,2,3 (3=odd  ) s 0 = (s 1 +s 2 +s 3 )/3  2even  1even  3odd K±K± |M(u,v)| 2 ~ 1 + gu + hu 2 + kv 2 Matrix element as a function of the Dalitz variables u, v Large statistics Linear slope g dominates over quadratic terms h and k |h|, |k| ~ << |g|

July, 6th 2007 Giuseppina K ±  ±  +   g = ( ± 0.017)% h = (  )% k = ( –0.463  0.014)% hep-ex/ , accepted by PLB Direct CP violation observable A g Direct CP violation A g ≠ 0 g + → K + decays g - → K - decays K ±  ±  0  0 g = (62.6 ± 0.7)% NA48/2 final results for slopes - Agreement with PDG - Factor 10 smaller uncertainties - First evidence of h 0 PDG value 1.Measure  g 2.Use known value of g 3.Extract A g

July, 6th 2007 Giuseppina “charged” “neutral” Status before NA48/ |A g | Ford et al. (1970) HyperCP prelim. (2000) TNF prelim. (2002) NA48/2 proposal SM estimates of A g vary within an order of magnitude (few …..few ). SM SUSY Newphysics Models beyond SM predict substantial enhancements partially within the reach of NA48/2. Smith et al. (1975) Experimental results Theory

July, 6th 2007 Giuseppina Goal and method Primary NA48/2 goal: –Measure slope asymmetries in “charged” and “neutral” modes with high accuracy (few ). NA48/2 method: –Two simultaneous K + and K – beams, superimposed in space, with narrow momentum spectra; –Detect asymmetry exclusively considering slopes of ratios of normalized u distributions; –Equalise averaged K + and K – acceptances by frequently alternating the polarities of the relevant magnets.

July, 6th 2007 Giuseppina The K + /K - simultaneous beam setup

July, 6th 2007 Giuseppina Method to extract A g  Build u projections of the Dalitz plot for K + and K - : N + (u),N - (u)  Make the ratio of these two distributions: R(u)  Fit a function to this ratio to extract  g (This holds only if the acceptance for K+ and K- is the same)  BUT! There are experimental asymmetries that do not cancel in the simple ratio R(u) To cancel the charge asymmetry in the detector and beam optics  Beam line (achromat) polarity (A) is reversed on weekly basis  Spectrometer magnet polarity (B) is reversed on few hours basis

July, 6th 2007 Giuseppina Acceptance cancellation Detector left/right asymmetry cancels in 4 ratios of K + /K  distributions defined for the four possible combinations of the magnetic fields: Indexes correspond to: beamline polarity (U/D) left/right direction of kaon deviation in spectrometer (S/J) K samples in numerator and denominator illuminate the same parts of the detector Z X Y Jura Saleve Beam line: K + Up Beam line: K + Down B+ B−B− Spectrometer field K+K+ K−K−

July, 6th 2007 Giuseppina Quadruple ratio R 4 = R US R UJ R DS R DJ ~ 1+4·  g·u 1) Global time-variable biases (K +,K - simultaneously recorded) 2) Beam line biases (K + beam up / K - beam up etc.) 3) Detector asymmetries (K + toward Saleve / K - toward Saleve etc.) 4) Effects of permanent stray fields (earth, vacuum tank magnetisation) cancel onlytime variationasymmetries The result is sensitive only to time variation of asymmetries in the experimental conditions with a characteristic time smaller than the corresponding field alternation period (beam-week, detector-day) Use a quadruple ratio for cancellation of systematic biases Extract  g by fitting the quadrupole ratio

July, 6th 2007 Giuseppina Final results Charged mode (3.11 x 10 9 selected K ± →  ±  +  - ) Neutral mode (9.13 x 10 7 selected K ± →  ±  0  0 ) A g = (-1.5 ± 1.5 stat ± 0.9 trig ± 1.1 syst ) x = (-1.5 ± 2.1) x A g = (1.8 ± 1.7 stat ± 0.9 syst ) x = (1.8 ± 1.8) x Charged and neutral results are consistent Statistical error dominates in both cases 10 times more precise than previous experiments Design goal reached Results compatible with SM predictions Data taking: Effective days: ~ 50 + ~ 60 Amount of data recorded: ~ 16 · 10 9 triggers ~200 TB Data samples No evidence for direct CP violation at the order of 10 -4

July, 6th 2007 Giuseppina Comparison of results Charged mode K ± →  ±  +  - Neutral mode K ± →  ±  0  0

July, 6th 2007 Giuseppina Future and present - Measure the BR of the rare decay K + →  + - Testing  -e universality with K ± → l ± decays NA48/3

July, 6th 2007 Giuseppina P326/NA62 - Physics motivations  FCNC loop processes, sensitive to V td  Very clean theoretically: short distance contributions dominate, hadronic matrix element can be related to measured quantities.  SM predictions (uncertainties from CKM elements):  BR(K +  + )  (1.6×10 -5 )|Vcb| 4 [  2 +(  c -  ) 2 ]  (8.0 ± 1.1)×  BR(K L  0 )  (7.6×10 -5 )|Vcb| 4  2  (3.0 ± 0.6)×  Exsisting measurement BR(K +  + ) (BNL E787/949) ( )× (3 events)  Sensitive to New Physics: clean probe up to  ~100 TeV scale K →  decays golden modes to test SM and the mixing of quarks (CKM unitarity)

July, 6th 2007 Giuseppina P326/NA62 - proposed experiment Expected events: Signal events per · ~ 65 Background events ~ 9 Signal/Background ~ 8 ~ sensitivity per event General design: Mostly defined. Overall simulation and performances under review. R&D program: Well advanced. Construction of detector prototypes and test in progress. Important results by the end of P326/NA62 experiment Measurement of the Br(K +  + ) with ~10% accuracy Schedule: 2005: proposal presented at CERN SPSC 2005: R&D endorsed by CERN RB 2006: Start of test beams 2007: prototypes construction test 2008 – 2010: Technical design and construction 2011: Start of data taking [CERN-SPSC-P-326, 11/06/2005] + other physics opportunities

July, 6th 2007 Giuseppina Ke2/K  2 - Physics motivations Original motivation: The measurement of R K =  (Ke2)/  (K  2) ratio is a test ofSM Lepton Universality and V-A coupling New motivation: SUSY LFV could shift R K by a relative amount of 2-3% with parameters tan  ~ 50 e M H+ ~ 500 GeV/c 2 A. Masiero et.al.,Phys.Rev.D74:011701,2006 NA48/2 preliminary results 2003 data, presented in 2005 R k = (2.416 ± ± 0.024) x data presented at KAON07 R k = (2.455 ± ± 0.041) x Combine all preliminary results + PDG 2006 R k = (2.457 ± 0.032) x R. Wanke for the Flavianet Huge improvement!

July, 6th 2007 Giuseppina Ke2/K  2 – present experiment  same set-up as for NA48/2  beam parameters optimized wrt 2004  improved kinematic separation of Ke2  simple minimum bias trigger  systematics under control  background to Ke2  p track < 35 GeV kinamatic separation  p track > 35 Gev electron identification P326/NA62 is performing a dedicated run to measure R K 4 months of data taking (June-October) Collect 100K-150K Ke2 decays Overall expected precision ~ ± 0.3% Sensitivity to LFV in SUSY

July, 6th 2007 Giuseppina Conclusions The NA48 experiments have produced important results providing fundamental contributions in the field of CP Violation both in neutral and in charged kaon systems Presented at this conference:  The measurement of the CP parameter |  +-|  A much improved limit on direct CP violation in K ±  3  decays A very rich program in the near future  Testing  -e universality with K ± → l ± decays  Measure BR of the rare decay K + →  + Stay tuned!!