CLEO-c Measurements of Purely Leptonic Decays of Charmed Mesons - PowerPoint PPT Presentation

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CLEO-c Measurements of Purely Leptonic Decays of Charmed Mesons

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Title: CLEO-c Measurements of Purely Leptonic Decays of Charmed Mesons


1
CLEO-c Measurements of Purely Leptonic Decays of
Charmed Mesons other Wonders
  • Sheldon Stone,
  • Syracuse University

2
Leptonic Decays D ? ? n
  • Introduction Pseudoscalar decay constants
  • c and q can annihilate, probability is ? to
    wave function overlap
  • Example

_

or cs
(s)
3
New Physics Possibilities
  • Besides the obvious interest
    in comparing with Lattice
    other calculations
    of fP there are
    NP possibilities
  • Another Gauge Boson could mediate decay
  • Or leptoquarks (see Kronfelds talk)
  • Ratio of leptonic decays
  • could be modified e.g. in Standard Model
  • If H couples to M2 ? no effect

See Hewett hep-ph/9505246 Hou, PRD 48, 2342
(1993).
4
New Physics Possibilities II
  • Leptonic decay rate is modified by H
  • Can calculate in SUSY as function of mq/mc,
  • In 2HDM predicted
  • decay width is x by
  • Since md is 0, effect
  • can be seen only in DS

meas rate/SM rate
From Akeroyd
See Akeryod hep-ph/0308260
tan b/MH
5
Experimental methods
  • DD production at threshold used by Mark III,
    and more recently by CLEO-c and BES-II.
  • Unique event properties
  • Only DD not DDx produced
  • Large cross sections
  • s(DoDo) 3.72?0.09 nb s(DD-)
    2.82?0.09 nb
  • s(DSDS) 0.9 nb
  • Continuum 12 nb
  • Ease of B measurements using "double tags
  • BA of A/ of D's

World Ave
6
Technique for D ? mn
  • Fully reconstruct a D-, and count total of tags
  • Seek events with only one additional oppositely
    charged track and no additional photons gt 250 MeV
    (to veto D ? ppo)
  • Charged track must deposit only minimum
    ionization in calorimeter (lt 300 MeV case 1)
  • Compute MM2. If close to zero then almost
    certainly we have a mn decay.
  • We know ED Ebeam, pD - pD-

7
D- Candidates (in 281 pb-1)
  • of tags 158,354496, includes
    charge-conjugate modes

8
The Missing Mass Squared
  • To find signal events, we compute

Monte Carlo Signal mn
Monte Carlo Signal tn, t?pn
9
Measurement of fD
Backgrounds
  • B(D ? en) lt2.4x10-5
  • _at_ 90 c.l.

Data 50 events in the signal region in 281 pb-1
Mode Events
pp0 1.400.180.22
K0p 0.330.190.02
tn (t?pn) 1.080.150.16
Other D, Do lt0.4, lt0.4 _at_ 90 c.l.
Continuum lt1.2 _at_ 90 c.l.
Total
Vcd.2238
10
Systematic Errors
Source of Error
Finding the m track 0.7
Minimum ionization of m in EM cal 1.0
Particle identification of m 1.0
MM2 width 1.0
Extra showers in event gt 250 MeV 0.5
Background 0.6
Number of single tag D 0.6
Monte Carlo statistics 0.4
Total 2.1
11
Upper limit on D?tn
Ecal lt 300 MeV
  • By using intermediate MM2 region
  • B(D?tn)lt2.1x10-3
  • where 2.65 is SM expectation
  • both at 90 c.l

Ecal gt 300 MeV
12
Measurements of fDs
  • Two separate techniques. Here expect in SM
    G(DS?tn)/ G(DS?mn) 9.72
  • (1) Measure DS?mn along with DS?tn, t
    ?pn. This requires finding a DS- tag, a g from
    either DS-?g DS- or DS?g mn. Then find the
    muon or pion apply kinematical constraints
    (mass energy) to resolve this ambiguity
    improve resolution (use 314 pb-1, results are
    published)
  • (2) Find DS?tn, t ?enn opposite a DS- tag (use
    298 pb-1, results are final arXiv0712.1175 )

13
Invariant masses
  • DS studies done at Ecm4170 MeV
  • To choose tag candidates
  • Fit distributions determine s
  • Cut at 2.5 s
  • Define sidebands to measure backgrounds 5-7.5 s
  • Total of Tags
  • 31,302 472 (stat)

14
Tag Sample using g
  • First we define the tag sample by computing the
    MM2 off of the g DS tag
  • Total of
  • 11880399504 tags, after the selection on
    MM2.

Data
All 8 Modes
15
The MM2
  • To find the signal events, we compute

Monte Carlo Signal tn, t?pn
Monte Carlo Signal mn
16
MM2 In Data
mKo2
92 events
  • Clear DS?mn signal for case (i)
  • Most events lt0.2 GeV2 are DS?tn, t ?pn in cases
    (i) (ii)
  • No DS?en seen, case (iii)

lt 0.3GeV in CC
31 events
gt 0.3GeV in CC
25 events
Electron Sample
17
Branching Ratio Decay Constant
  • DS?mn
  • 92 signal events, 3.5 background, use SM to
    calculate tn yield near 0 MM2 based on known
    tn/mn ratio
  • B(DS?mn) (0.5970.0670.039)
  • DS?tn, t ?pn
  • Sum case (i) 0.2 gt MM2 gt 0.05 GeV2 case (ii)
    MM2 lt 0.2 GeV2. Total of 56 signal and 8.6 bkgrnd
  • B(DS?tn) (8.01.30.4)
  • By summing both cases above, find
  • Beff(DS?mn) (0.6380.0590.033)
  • fDs274 13 7 MeV, for Vcs 0.9737
  • B(DS?en)lt 1.3x10-4

18
B(DS?mn) Systematic errors
19
Measuring DS?tn, t?enn
  • B(DS?tn)?B(t?enn)1.3 is large compared
    with expected B(DS?Xen)8
  • We will be searching for events opposite a tag
    with one electron and not much other energy
  • Opt to use only a subset of the cleanest tags

20
Measuring DS?tn, t?enn
  • Technique is to find
  • events with an e opposite
  • DS- tags no other
  • tracks, with ? calorimeter
  • energy lt 400 MeV
  • No need to find g from DS
  • B(DS?tn)
  • (6.170.710.36)
  • fDs273 16 8 MeV

400 MeV
21
  • Weighted Average fDs274105 MeV, the
    systematic error is mostly uncorrelated between
    the measurements
  • Using
  • M. Artuso et al., Phys .Rev. Lett. 95
    (2005) 251801
  • fDs/fD1.230.100.03
  • G(DS?tn)/G (DS?mn) 11.01.40.6,
    SM9.72, consistent with lepton universality
  • Radiative corrections i.e. DS?mng not included,
    estimated to be 1 (see Burdman et al., PRD 51,
    11 (1995)

22
Comparison with Other Experiments
preliminary Manchester EPS
  • CLEO-c is most precise result to date for both
    fDs fD

23
Comparisons with Theory
  • We are 3s above Follana et al. Either
  • Calculation is wrong
  • There is new physics that interferes
    constructively with SM
  • Note No value of MH is allowed in 2HDM at 99.5
    c.?.
  • Comparing measured fDS/fD with Follana
    prediction we find mHgt2.2 GeV tanb
  • Using Follana ratio find Vcd/Vcs0.2170.019
    (exp) 0.002(theory)

24
Projections
  • We will almost triple the D sample, including
    some improvements in technique, error in fD
    should decrease to 9 MeV
  • We doubled the DS sample, improved the
    technique, expect error in fDs to decrease to 7
    MeV

25
Discover of DS?pn
  • Use same technique as for mn, but plot MM from a
    detected proton
  • No background
  • First example of a charm meson decaying into
    baryons

neutron mass
26
Semileptonic Decays
  • Precise B(Do?K-en) B(Do?p-en)

27
Form Factors Do?K-en
28
Do?p-en
29
(No Transcript)
30
The End
31
Check B(DS?K Ko)
  • Do almost the same
  • analysis but consider
  • MM2 off of an identified
  • K
  • Allow extra charged
  • tracks and showers so
  • not to veto Ko decays or interactions in EM
  • Signal verifies expected MM2 resolution
  • Find (2.900.190.18), compared with result from
    double tags (3.000.190.10)

32
CLEO DS Results at 4170 MeV
  • Since ee-?DSDS, the DS from the DS will be
    smeared in beam-constrained mass.
  • ?cut on MBC plot invariant mass (equivalent to
    a p cut)
  • We use 314 pb-1 of data

Signal MC
MBC
MBC from DS
Beam Constrained Mass (GeV)
33
Measurement of DS?mn
  • In this analysis we use DSDS events where we
    detect the g from the DS? g DS decay
  • We see all the particles from ee- ? DSDS, g, DS
    (tag) m except for the n
  • We use a kinematic fit to (a) improve the
    resolution (b) remove ambiguities
  • Constraints include total p E, tag DS mass,
    DmM(gDS)-M(DS) or Dm M(gmn)-M(mn) 143.6
    MeV, E of DS (or DS) fixed
  • Lowest c2 solution in each event is kept
  • No c2 cut is applied

34
Combining Semileptonics Leptonics
  • Semileptonic decay rate into Pseudoscalar
  • Note that the ratio below depends only on QCD

35
Background Samples
  • Two sources of background
  • A) Backgrounds under invariant mass peaks Use
    sidebands to estimate
  • In mn signal region 3.5 background (92 total)
  • bkgrnd MM2lt0.20 GeV2 9.02.3
  • B) Backgrounds from real DS decays, e.g. ppopo,
    or DS? tn, t ?ppon.... lt 0.2 GeV2, none in mn
    signal region
  • B(DS ?ppo) lt 1.1x10-3
  • g energy cut yields lt0.2 evts

Signal region
High SB region
Low SB region
Backgrounds from real DS
36
Sum of DS?mn tn, t ?pn
  • As we will see, there is very little background
    present in any sub-sample for MM2 lt0.2 GeV2

Sum of case (i) case (ii)
mn tn signal line shape
K0p
148 events
37
Radiative Corrections
  • Not just final state radiation which is already
    corrected for.
  • Includes D?D?gD?gmn. Based on calculations of
    Burdman et al.
  • G(D(S)?gmn)/ G(D(S)?mn) 1/40 1/100
  • Burdman etal 1
  • Using narrow MM2 region makes this much smaller
  • Other authors in general agreement, see Hwang
    Eur. Phys. J. C46, 379 (2006), except Korchemsky,
    Pirjol Yan PRD 61, 114510 (2000)
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