1 / 14

Multi-body B-decays studies in BaBar

The XLIrst Rencontres de Moriond. QCD and high energy hadronic interactions. Multi-body B-decays studies in BaBar. Ben Lau (Princeton University) On behalf of the B A B AR collaboration. “The” Unitarity Triangle. . . Multi-body decay and CP violation.

zariel
Download Presentation

Multi-body B-decays studies in BaBar

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. The XLIrst Rencontres de Moriond QCD and high energy hadronic interactions Multi-body B-decays studies in BaBar Ben Lau (Princeton University) On behalf of the BABAR collaboration

  2. “The” Unitarity Triangle   Multi-body decay and CP violation Sidesare determined from the rates for various processes involving b quarks Anglesare determined from CP-violating asymmetries B0rr Area is proportional to the amount of CP violation B+DKdalitz Surprising, the best a and g estimation are coming from multi-body decay!

  3. (4S) e-(9 GeV) e+(3.1 GeV) signal B background Introduction to analysis technique Event selection: (mES)  3 MeV • Quality cuts for tracks and showers • Continuum rejection using event shape variables • Kinematic signal identification with mES and E: Maximum Likelihood Fitto determine yields and asymmetries

  4. p+,r+,a1+ p-,r- ,a1- W+ W- (direct CPV) Measuring a in b → uud If tree dominated: Goal: Measure time dependent ACP Unfortunately, there is penguin pollution “effective” value of a B0pp  large penguin B0rp  need time-dependent dalitz plot B0rr  small penguin, mostly longitudinal polarization

  5. CKM a and Isospin Analysis • Isospin Analysis disentangles penguin contributions to S=sin2αeffusing SU(2) symmetry relations between the B→ρρ modes (analogous to B →ππ system) • We need branching fraction measurements: • B(B±→ρ±ρ0),B(B0→ρ+ρ-), B(B0→ρ+ρ-), B(B0→ρ0ρ0), B(B0→ρ0ρ0) • BaBar has an improved measurement on Bf(B±→ρ±ρ0) • Gronau-London Method (PRL 65, 3381) • In this construction κ = 2(αeff-α) • S and C are parameters relating to the CP asymmetry of the ρ+ρ-mode. κ

  6. BaBar Updated Results (230M BB) Branching Fractions: Previous measurement: The new measurement is in better agreementwith the isospin symmetry Differential decay rate: Charge Asymmetry: Consistent with hypothesis thatEW penguin pollution is small

  7. Observation of B0a1(1260)+p- 867±85 events Motivation: Can be used to give a new measurementof a by time-dependent ACP analysis Branching Fractions: Fitted a1(1260) resonance parameters: Next step: Measure a using time-dependent CP analysis

  8. Search for B0a1r • Motivated by Brr, with sufficient statistics one can measure  • Little is known about these 5-body states • Theory prediction for Branching Fraction (from 1987): • BR(B0a1)=43x10-6 BaBar performed a search using 110M BB events Fit results: 68 ± 34 events BaBar Preliminary Place an upper Limit < 30 × 10-6 (90% C.L.) a extraction will be difficult due to smallstatistics

  9. Interference between: Doubly-Cabibbo suppressed b  u transition Vcd Favored b  c transition V*ub V*ud u,c,t Vcb u,c,t = strong phase difference - CP asymmetry proportional to ratio r of amplitudes r~0.02 (from CKM elements) small CP asymmetry sin(2+) in B0D(*),D

  10. s d Ds+ D+ W W c c u b u b p- p B0 B0 d d d d B0Ds*p/K and SU(3) • Such an important parameter |rDp|cannot be calculated accurately…need measurement.. • Need Ds mode. Because |rDp|is extremely difficult to measure (background too huge) • Measurement of B(B0Ds+p -) would help measure |rDp| using SU(3)* flavor SU(3) SU(3) first order corrections *W exchange amplitude assumed to be small and neglected in this SU(3) analysis

  11. 5 sigma 6 sigma B0Ds*p/K results D mode D* mode rDp(10-2) First observationof B0Ds*+p- /Ds*+K- !

  12. Direct CP Violationand Polarization in BK*r • An interesting mode: B → K* ρ are charmless hadronic B decays. • Proceed through the dominant gluonic penguin and Cabibbo-suppressed tree level diagram Buus Goal: Measure the polarization: Will fL ~ 100% like tree dominatedrr ? Or fL ~ 50% like penguin dominatedjK* ? It is interesting to look for the connection

  13. Results for B+f0(980)K*+ B+f0(980)K*+ 5 sigma Branching Fractions Direct CP violation: Results for B+r0K*+ • rK* is a vector-vector decay • efficiency depends on polarization • need to extract fL from the fit: B+r0K*+ 2.6 sigma Branching Fraction: Upper Limit: <5.9 x 10-6 (90% C.L.)

  14. Summary • Multibody B decays are playing a critical role in the study of CP violation at the B Factories • Currently, the best measurements of a and g are coming from multibody decays • BaBar measurements of a: • Updated measurement of r+r0 • Expanding into a1X modes: • First observation of B0→ a1(1260)+p- • search for B0→ a1+r- • Measurement of g/direct CP violation • First observation of Ds(*)p/K, useful in getting sin(2b+g) in D*p • Searching for direct CP violation in B rK*

More Related