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Production in the Decay of (1S) at BaBar Bryan Fulsom SLAC - PowerPoint PPT Presentation

Observation of Inclusive D Production in the Decay of (1S) at BaBar Bryan Fulsom SLAC National Accelerator Laboratory Quarkonium Working Group Workshop 2010 Fermilab, Batavia, IL May 19, 2010 Talk Outline Background


  1. Observation of Inclusive D  ± Production in the Decay of  (1S) at BaBar Bryan Fulsom SLAC National Accelerator Laboratory Quarkonium Working Group Workshop 2010 Fermilab, Batavia, IL May 19, 2010

  2. Talk Outline • Background – Previous Theory and Experiment • Analysis – Reconstruction and Selection – Background Subtraction – Fit Method • Conclusions – Results – Systematic uncertainties and cross-checks – Interpretation  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 2

  3. Introduction • Only ~10% of  (1S) decays have been measured • Dominant decay mode:  (1S)  ggg •  (1S)  D  ± + X expected to proceed via: – Virtual photon annihilation with hadronization – Higher-order contributions from color singlet and octet  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 3

  4. Introduction • Theoretical calculations for  (1S) decays –  (1S)  D  ± + X momentum distribution prediction – QED and color singlet dominate, but color octet may be non-negligible – May be up to ~50% of color singlet c bJ decay: color octet ~9% of color singlet • •  (1S) decays to open charm not yet observed – BF(  (1S)  D  ± + X) < 1.9 %  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 4

  5. The BaBar Experiment  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 5

  6. Analysis Strategy • Reconstructed decay chain: • Identify  (2S)  p + p -  (1S) events by recoil mass: • Subtract p + p - sideband and wrong-sign decay backgrounds • Fit yield from m D0 distribution in bins of scaled momentum:  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 6

  7. Selection Criteria • MC m p+p- tuned to match CLEO • M recoil includes sidebands • m(D  ) – m(D 0 ) to select D   (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 7

  8. Combinatoric Background • Define “wrong sign” sample (D  ±  D 0 p - , D 0  K - p + ) – Fake soft pions in D  or D 0 candidate (dominant) – Doubly Cabibbo suppressed (D -  D 0 p - , D 0  K - p + ) (0.4%) – K and p double-misidentification (<0.02%)  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 8

  9. Dipion Sideband Subtraction • Subtract m D0 distribution from M recoil sidebands – Real D  / Non –  (2S)  p + p -  (1S) backgrounds • Scale m D0 distribution to signal region and subtract – Ratio: linear (sideband) / double-Gaussian (signal)  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 9

  10. Signal Extraction • Signal yield from fit to m D0 in slices of x p = [0.1,1.0] • PDF parameterization: – f, s 1 , s 2 determined from MC – m from full x p range data • Parameterization stability verified on MC across x p  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 10

  11. Efficiency • Determined from fits to MC in slices of x p • x p < 0.1 dominated by combinatorial background  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 11

  12. Results • n sig = 11845 ± 596 • Derived QED contribution: • Apply this normalization to fragmentation function  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 12

  13. Cross-Checks • Off-resonance fit consistent with 0 events • Alternate fit to M recoil returns consistent results  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 13

  14. Systematic Uncertainties p reconstruction • – D   D 0 p: p p related to q  – De between data / MC • M recoil – Peak differs in MC and data – Fit with double-Gaussian – Compare De • B decay – B(  (2S)  p + p -  (1S)) • x p distribution – Fit empirically – Reweight and refit MC  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 14

  15. Discussion and Conclusion • B(  (1S)  D  ± + X) = (2.52 ± 0.13 ± 0.15)% • x p >0.75: consistent with QED • x p <0.75: significant excess • P( c 2 ) = 1.6 x 10 -5 • Exceeds QED by (1.00±0.28)% (3.6 s ) • Consistent with color singlet prediction (1.20 ± 0.29)% • Disfavors large color octet contribution • For full details, please see our publication:  (1S)  D  ± + X / Bryan Fulsom / QWG 2010 / 2010.05.19 / Page 15

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