XLIst Rencontres de Moriond: Electroweak Interactions and Unified Theories New results from BaBar: Rare Meson Decays and the Search for New Phenomena Jeffrey.

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Presentation transcript:

XLIst Rencontres de Moriond: Electroweak Interactions and Unified Theories New results from BaBar: Rare Meson Decays and the Search for New Phenomena Jeffrey Berryhill (UC Santa Barbara) Jeffrey Berryhill (UC Santa Barbara) for the BaBar Collaboration for the BaBar Collaboration March 12, 2006 March 12, 2006 TM B →K ll, K* ll B→ K   K  ’  T/CP/CPT Violation in B 0 mixing D + S →   All results preliminary, based on 210 fb -1 (230M B pairs)

Moriond EW 12 Mar 06 2 B →K ll and B →K* ll Exclusive decays from three b→ s ll penguin diagrams New physics possible for each diagram, and also new operators (scalar penguins, right-handed currents) Three-body kinematic distributions and decay rates to measure all three (complex) penguin amplitudes Rare process with BF ~ Decay Rates Well-Measured; Next step: distributions and asymmetries Photon penguin (C7) Vector EW (C9) Axial-vector EW (C10)

Moriond EW 12 Mar 06 3 B →K ll and B →K* ll New set of observables: angular distributions B→ K* ll decay kinematics uniquely described by 3 angles + dilepton mass (q 2 ) Cos  * lepton- angle in dilepton rest frame. Forward-backward asymmetric! due to axial vector penguin (C10) amplitude Asymmetry A FB vs. dilepton mass q 2 gives C10 evolution relative to symmetric C9 and C7 Cos  K kaon angle in K* rest frame. Gives K* polarization B l-l- l+l+ ** B K  KK SM C7 = -C7(SM) C9C10 = -C9C10(SM) C7 = -C7(SM), C9C10 = -C9C10(SM)

Moriond EW 12 Mar 06 4 Find ~50 needles in a haystack of 500 million B’s + 2 billion light quarks Full B decay reconstruction to charged tracks: K + ll, K S ll, K* 0 ll, K* + ll, l = e or  Strict particle ID requirements Veto “peaking” backgrounds of B decays similar to signal Construct multivariate discriminants to suppress “combinatorial” backgrounds Signal yield extraction via multi-dimensional unbinned maximum likelihood fit B→ K ll Preliminary B →K ll and B →K* ll

Moriond EW 12 Mar 06 5 B →K ll Angular Distribution A FB is non-zero only for non-zero scalar penguin contribution F S signal bkg total Consistent with SM expectation F S = A FB = 0 Preliminary B →K ll

Moriond EW 12 Mar 06 6 B →K* ll Angular Distribution Fit F L in q 2 bins with 4d (m ES,  E, m(K  ), cos  K ) Fix F L, fit A FB in q 2 bins with 4d (m ES,  E, m(K  ), cos  *) All procedures validated by J/  K(*) control samples Background shape modeled from m ES,  E sidebands Preliminary B →K* ll, q 2 > 0.1 GeV 2 F L fit A FB fit

Moriond EW 12 Mar 06 7 K* polarization F L K* polarization consistent with Standard Model Possible to exclude C7 = -C7(SM) with 1 ab -1 SM C7 = -C7(SM) B →K* ll Angular Distribution Preliminary

Moriond EW 12 Mar 06 8 Low q 2 lower limit excludes SM at 98% CL (2.05  ) SM C9C10 = -C9C10(SM) A FB A FB = B →K* ll Angular Distribution Preliminary At high q 2, wrong-sign C 9 C 10 is excluded at >3  SM A FB (SM) = 0.03 A FB (SM) = 0.38 SM and alternate predictions from NNLO OPE + LCSR form factors, Ali et al. Phys. Rev. D (2002) Ball and Zwicky Phys. Rev. D (2005)

Moriond EW 12 Mar 06 9 B →K   and Search for B →K  '  B →K , K  '  are 3-body exclusive decays from b→ s  photon penguin diagram B + → K +  decay observed by Belle in 2004, and 3.4  evidence for neutral K 0  decay Charged mode K +  : test direct CP asymmetry for new weak phase in photon penguins Neutral mode K 0  a CP eigenstate, can measure time-dependent CPV like K S  0  as a SM null test (Atwood, Gershon, Hazumi, and Soni, Phys. Rev. D ) K  '  has never been searched for; could be enhanced like K  '? BF =

Moriond EW 12 Mar B →K   and Search for B →K  '  K +  K 0  K +  K 0  Signal extraction with multi-dimensional unbinned likelihood fit to (m ES,  E, Fisher,  (') mass) Require high-energy photon with E  * > 1.6 GeV Separate large qq background with Fisher discriminant of event shape data 5.3  observation of K 0  K +  rate consistent with Belle A CP consistent with 0 Fit projections of m ES,  E w/LH cut Preliminary

Moriond EW 12 Mar B →K   and Search for B →K  '  No evidence for B → K  '  decays Consistent with prediction of Lipkin, Phys.Lett. B254, 247 (1991) of suppression relative to B → K  First limits for this decay mode K+'K+' K0'K0' Preliminary 2  excess

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing General complex amplitudes for neutral meson mixing: CPT conservation → z = 0 T conservation → |q/p| = 1 CP conservation → z = 0 and |q/p| = 1 Standard Model CP violation in B 0 mixing expected to give 1 - |q/p| 2 ~ or less Measure mixing matrix via asymmetries in  t distribution of B 0 -B 0 system  t sign determined by which B flavor decayed first

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing Same-sign dilepton charge asymmetry: sensitive to CP or T violation in |q/p| Traditional mixing method at Y(4S): count charge combinations where both B’s decay semileptonically, as a function of lifetime difference  t CASE I: SAME-SIGN DILEPTONS

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing Opposite-sign dilepton  t asymmetry:  t sign-asymmetry amplitude sensitive to CPT or CP violation in z Im z or  Re z (fix  in cosh term) CASE II: OPPOSITE-SIGN DILEPTONS

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing Select dilepton events with 0.8 < P* <2.3 GeV Veto conversions and charmonia Reject b →c → l cascade bkg with neural net Selects 1.4 million events! (1.2 M Opp. sign, 0.2 M Same sign) Sample composition: signal 81% 1 cascade + 1 direct 9% 2 cascade 4% 1 tau cascade + 1 direct 3% other 3% continuum 3% Cascade background  t distribution wider than direct signal decay  t → separate with a  t fit Neural net inputs for cascade rejection Preliminary

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing Binned likelihood fit of  t distribution with 11 components (10 background + signal) Simultaneous fit over 16 samples (4 lepton flavor comb. X 4 lepton charge comb.) Muon charge asymmetry is floating in the fit; electron asymmetry fixed from Bhabha data Charge asymmetry largest CPV systematic Alignment/  t model largest CPTV systematic Same sign  t fit Opp. sign  t fit Preliminary

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing Consistent with CP/T/CPT conservation  fixed to ps -1 Re z, Im z 76% corr. Same-sign charge asymmetryOpposite-sign  t asymmetry Preliminary Re(  )/(1 + |  | 2 ) = (1 - |q/p| 2 )/4 = (+0.4 ± 1.4 ± 0.9) ×10 -3 BaBar Preliminary 2006 (-1.1 ± 1.0 ± 0.7) ×10 -3 D0 Preliminary 2006 (-0.3 ± 2.0 ± 1.8) ×10 -3 Belle 2005

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing New physics constraints in CP violating B mixing + Less room for new weak phase in B mixing +

Moriond EW 12 Mar Leptonic meson decay rate simply related to meson decay constants: Leptonic decay proceeding through weak annihilation of quarks: c s Helicity suppressed by light lepton mass: decay rate to muons ~10 -3 Confidence in decay constant predictions necessary for interpretation of B, B s mixing D S →  and Decay Constant f Ds + + = +++

Moriond EW 12 Mar D reco dramatically reduces background from u, d, s quarks and B mesons Signal is a peak in the variable  M = M(D S *) – M(D S ) Normalize to D s →  New method exploiting high statistics of e + e - → cc: “D reco” sample Tag one c quark via full reconstruction of D(*) meson Reconstruct other signal c quark via D* S → D S  →  D S →  and Decay Constant f Ds

Moriond EW 12 Mar fake D tags bkg from tag D mass sidebands D s →  signal D s to leptons bkg from e  control  sample Signal from binned likelihood fit of  M in background-subtracted events D S →  and Decay Constant f Ds N  = 489±55 D s →  norm. Use BaBar measurement for D s →  BF for D s →  BF BaBar, Phys.Rev. D 71, (2005), Normalize D s →  signal to D s →  Preliminary

Moriond EW 12 Mar D S →  Decay Constant f Ds BaBar (230 fb -1 ) Lattice QCD will improve to <5% precision with 1 ab -1 Significant improvement on world average Good agreement with unquenched lattice QCD BaBar (230 fb -1 ) Validates recent QCD predictions at 10% level Aubin et al. PRL (2005) stat syst D s →  BF, D S lifetime, and V cs give D s decay constant: Preliminary

Moriond EW 12 Mar 06 23Summary B →K ll, K* ll angular distributions test complete set of electroweak penguin amplitudes CP violation tested in B→ K   first search for  K  ’   New bounds on T/CP/CPT violation in B 0 mixing Measurement of D + S →    and f Ds a precision confirmation of lattice QCD

Moriond EW 12 Mar B →K ll and B →K* ll BaBar and Belle branching fractions agree with SM predictions Experimental uncertainty already better than theory Difference between BaBar and Belle becoming significant? RAREST B DECAYS EVER OBSERVED Also A CP consistent with 0 at 25% level, e/  ratio consistent with unity Preliminary

Moriond EW 12 Mar Partial branching fractions vs. dilepton mass consistent with SM + form factors

Moriond EW 12 Mar Floating fit parameters Belle K*ll Results

Moriond EW 12 Mar Form Factor Model Dependence: AFB Colangelo strongly disagrees with LCSR and Lattice (T3 form factor)

Moriond EW 12 Mar B →K   and Search for B →K  ’  M(  K + ) M(  K 0 ) Observation of K 0  New precise measurement of K +  in agreement with initial Belle observation First measurment of direct CP asymmetry in this decay Background-subtracted M(  K) has no sharp structure

Moriond EW 12 Mar B →K   and Search for B →K  ’  No evidence for B → K  ’  decays Consistent with prediction of Lipkin, Phys.Lett. B254, 247 (1991) of suppression relative to B → K  First ever search for this decay K+’K+’ K0’K0’

Moriond EW 12 Mar B →K   and Search for B →K  ’  Observation of K 0  New precise measurement of K +  in agreement with initial Belle observation First measurement of direct CP asymmetry in this decay Background-subtracted M(  K) has no sharp structure

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing  t PDF

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing  t PDF

Moriond EW 12 Mar T/CP/CPT Violation in B 0 Mixing  t PDF Floating fit parameters