How charm data may help for f3 measurement at B-factories - PowerPoint PPT Presentation

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How charm data may help for f3 measurement at B-factories

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Title: Measurement of phi3 with B-D0K Dalitz analysis Author: A. Polouektov Last modified by: bondar Created Date: 4/23/2002 7:30:51 AM Document presentation format – PowerPoint PPT presentation

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Title: How charm data may help for f3 measurement at B-factories


1
How charm data may help for f3 measurement at
B-factories
  • Alex Bondar (BINP, Novosibirsk)
  • BELLE collaboration
  1. Short description of the method
  2. First results from Belle
  3. Model uncertainties of the method
  4. Model-independent approach using CP-tagged data
    from Charm Factories
  5. Conclusion

2
KEKB BELLE
KEKB Collider
3
The Weak Decays of Quarks
  • Coupling strength at decay vertex GFVij
  • universal Fermi weak coupling GF
  • Vij quark-mixing matrix elements
  • CKM matrix
  • unitarity VjiVjkdik
  • explicit parametrization (Wolfenstein)
  • complex phase leads to different b?u and t?d
    amplitudes for quarks and anti-quarks.

4
The B Unitarity Triangle
Using relation
-
-
(r,h)
5
f3 measurements
  • b?u(cs) b?c(us) interference B-?DK- decays
  • GLW method use CP eigenstates of D0 meson (DCP)
  • ADS method use Kp- mode as common final states
    of D0 and D0
  • b?u(cd) b?c(ud) interference ( B0 -B0 Mixing
    )
  • sin(2f1f3) measurement via B0?D()p-
  • Dalitz analysis of B- ? DK- (D ? KS p- p) decays
    to get f3 directly. (A.Giri, et. Al
    hep-ph/0303187) Independently by Belle
    (unpublished) http//belle.kek.jp/secured/dcpvrare
    /meetings/binp/020926/bondar.pdf First Belle
    measurement hep-ex/0308043

6
B? D0K decay


If both D0 and D0 decay into the same final
states B? D0K and B? D0K amplitudes
interfere. Mixed state is produced Total phase
7
B? D0K decay
in the case of no interference between and
Color suppression factor a2/a10.35 is estimated
from the ratio of B0? D0K0 and B? D0K
branching fractions (measured by Belle)
Use 3 body D0 decay, analyze Dalitz plot (fit
relative amplitude a and phase ?)
for B
can obtain both f3 and d separately
for B-
8
D0?Kspp- decay model
  • Use D0 3-body final state B?D0(D0)K?KSpp-K
  • 3-body decay is parameterized by
    2-variablesm2(Ksp) m-2(Ksp-)
  • Determine each D0 decay amplitudes by fitting
    relative amplitudes and relative phases.

9
Effect of D0-D0 interference
10
Statistical accuracy (MC study)
11
B? D0K signal with 142 fb-1
  • ?Elt22 MeV
  • 5.272ltMbclt5.288 GeV
  • MD-1.86 GeVlt11 MeV
  • cosTthrlt0.8
  • Fisher discriminant Fgt-0.7
  • PID(K/p)gt0.7

138 events 10712 signal 323 background
Signal selection cuts
12
B? D0K, D0?Kspp- Dalitz plot
K(892) bands
68 events
70 events
D0 from B? D0K
D0 from B-? D0K- (p and p - interchanged)
13
Backgrounds
  • combinatorics (14)
  • Fraction (together with D0) from ?E distribution
  • Dalitz plot from continuum data (off-?(4S) or
    on-resonance)
  • D0 from (3)
  • Fraction (relative to combinatorial) from
    MD distribution
  • Dalitz plot equal mixture of D0 and D0
  • B decays (2 neutral, 4 charged)
  • Fraction and Dalitz plot from generic MC
  • Wrong particles in D0 decay (0.5)
  • Fraction and Dalitz plot from B?D0K MC
  • B?D0p with K/p misidentification (0.5)
  • Fraction from signal ?E distribution
  • Dalitz plot D0
  • Flavour tagging K from combinatorics (lt0.4 at 95
    C.L. from MC)

14
Extracting f3
  • Fit D0 Dalitz plots from B?D0K and B-?D0K-
    processes simultaneously with three (a, f3 and d)
    free parameters.

f3
f3
d
d
15
Model uncertainty (MC study)
16
Source of model uncertainty
17
Model-independent approach
Preliminary
18
CP-tagged events at Charm Factories
CP properties of the D states produced in the
Y(3700) are anticorrelated. If one D decaying as
CP1 other state is CP-tagged as CP-1
CP1
32,000 CP-tagged Kp- decays are expected for one
year run at CLEO-c (G.Burdman, I.Shipsey
hep-ph/0310076)
Based on this number we can estimate 8,000
KSpp- 6,000 p p- p0 1,500 KSKK-
CP-1
19
Comparison with indirect measurements
Our result (68 CL)
20
Conclusion

Data from Charm Factory are necessary!
21
CLEO D0?Kspp- Dalitz plot analysis
22
CLEO D0?Kspp- data and fit
23
Event selection D? D0 p,D0?Kspp-
24
Belle D0?Kspp- data and fit
25
Close look to D0?Kspp- plot projections
26
CLEO/Belle fit results
Preliminary
27
B? D0KDalitz plot fit results (fixed a)
For fixed a0.125
28
B? D0K Dalitz plot and projections
Fit result
Zero relative amplitude
68 events
29
B-? D0K- Dalitz plot and projections
Fit result
Zero relative amplitude
70 events
30
B? D0p signal with 142 fb-1
  • ?Elt22 MeV
  • 5.272ltMbclt5.288 GeV
  • MD-1.86 GeVlt11 MeV
  • cosTthrlt0.8
  • Fisher discriminant Fgt-0.7
  • PID(p/K)gt0.5

1752 events 165552 signal 1085 background
Signal selection cuts
Used as a test sample for Dalitz plot fit
31
B? D0p, D0?Kspp- Dalitz plot
1752 events
32
Test sample fits
Fit complex relative amplitude
Expect a 0
B? D0p (1750 events)
B? D0p (350 events)
a0.0650.020 (1-2 probability for a0),
however no CP asymmetry Need further
investigation. Stat. fluctuation can not be
excluded
33
Constraints on complex D0-D0 amplitude
-
34
B? D0K Dalitz plot fit results
-2 log L vs. f3
CL vs. (a, f3)
CL vs. (d, f3)
For a, f3 and d as free parameters
Two solutions (f3, d) and (f3p, dp)
35
Toy MC study
36
Strong phase value
37
Strong phase value
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