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Recent BES BES Results and the Results and the BESIIIBESIII UpgradeUpgrade
Frederick A. HarrisFrederick A. HarrisSept. 11, 2007Sept. 11, 2007
For the BES CollaborationFor the BES Collaboration
Menu2007IKP, ForschungzentrumJuelich, GermanySept. 10-14, 2007
OUTLINEOUTLINE• Introduction• BESII physics
•ψ′ → ττ•ψ’ BB-bar•ψ’ radiative decays•J/ψ, ψ(2S) → ΛΛπ0 & ΛΛη•J/ψ and ψ (2S) → nK0
SΛ•ψ(3770), ψ(4040), ψ(4160),
ψ(4415)• BESIII• TOF calibration system• Summary
Introduction – BESCM Energy ranges from 2 to 5 GeVLuminosity at J/ψ ~ 5 x 1030 cm–2 s -1
Detector Performance:
A unique e+e- machine in the τ-charm energy region since 1989 – until CLEOc.
Beijing, China
BESII
World J/ψ and ψ(2S) Samples (×106)
BES: J/ψ 2001 – 58 M ψ(2S) 2002 – 14 M
0
10
20
30
40
50
60
MarkIII DM2 BESI BESII0
5
10
15
20
25
30
MKI MKII MKIII CBAL BESI BESII CLEO
2006Many papers based on these BESII samples.
B(ψ′ → ττ) = 2.71 ± 0.43 ± 0.55 - first measured by BESI:[PRD65, 052004 (2002)]:
ψ′ → ττ
BESI:
According to sequential lepton hypothesis, branchingratios expected to satisfy:
ψ′ → ττBESII
Remeasure with larger sampleMeasure in ψ′ → ττ → (μντνμ)(eντνe)Characterized by
•2 charged tracks; 1 μ and 1 e•missing energy and momentum•no extra hits in BSC
ε = 17.8%
BESII ψ′ → ττ
Result:
B(ψ′ → ττ) = (3.10±0.21±0.38) x 10-3
Bee (10-3) Bμμ (10-3) Bττ/0.3885 (10-3)PDG07 PDG07 BESII
7.43 ± 0.18 7.4 ± 0.8 8.0 ± 1.1
Lepton universality is tested in charmonium decays.
PRD 74: 112003 (2006)
ψ’ BBbarFirst measurement by BESI, remeasure BR with BESII data sample.
pp-bar
ΛΛ-bar
ΣΣ-bar
ψ’ pp
ψ’ → ΛΛ→ pπ-pπ+
ψ’ → Σ0 Σ0
→ γpπ-γpπ+ ΞΞ-barψ’ → Ξ- Ξ+
→ p2π-p2π+
Consistent with “12% rule”.
0
0.5
1
1.5
2
2.5
3
3.5
4
BES
CLEO
ψ’ BBbar
BESII – CLEOccomparison
pp-bar ΛΛ-bar ΣΣ-bar ΞΞ-bar
Consistent with SU(3) symmetry.
Reduced Branching Ratios
R = Br/(π p* /s½), p* is baryonmomentum.
R’s same under SU(3) symmetry.
BES
Phys. Lett. B648, 149 (2007)
+−−+−+
−+−+−++−−+−+
+−−+
ΚΚ ,
+,ΚΚ ,
,ΚΚ ,
→+→)(
•][ ,ΚΚ→)(
,
•
)(2)3(:prong-6
..),2(,pp)2(:prong-4 ,pp :prong-2
X X2
data. BESII with modes more Measure)2003(032004,672-
(1998)] 101[PRD58,097 - BESIby measured modes few aOnly
'
ππππ
πππππππ
ηππππ
γψ
ππγγψγηγη
ccKKKK
S
PRDS
S
ψ’ radiative decays
First measurements of ψ’ radiative decays
Mode BR (×10-5)[m<2.9 GeV/c2]
γ pp-bar 2.9 ± 0.4 ± 0.4
γ η’ 12.6 ± 2.9 ± 1.5
γ 2(π+π-) 39.6 ± 2.8 ± 5.0
γ KSK+π-+c.c. 25.6 ± 3.6 ± 3.6
γ π+π-K+K- 19.1 ± 2.7 ± 4.3
γ π+π-ppbar 2.8 ± 1.2 ± 0.7
γ 2(K+K-) < 4.0
γ 3(π+π-) < 17
γ 2(π+π-)K+K- < 22
• Expect ~1% BR, but only 0.05% previously observed.• ~ 0.1% more observed in this analysis.
PRL 99, 011802 (2007)
J/ψ and ψ(2S) → ΛΛπ0 and ΛΛηJ/ψ → ΛΛπ0 measured by DM2 and BESIB(J/ψ → ΛΛπ0 ) = (2.2 ± 0.6) x 10-4 PDG – isospin violating
ψ(2S) → ΛΛπ0 unmeasuredJ/ψ and ψ(2S) → ΛΛη unmeasured – isospin conserving
SelectJ/ψ → ΛΛπ0 → (p π-)(pπ+)γγRequire:
4C kinematic fit, χ2 < 10L > 5 mm|M(p π) – M(Λ)| < 10 MeV/c2
BackgroundJ/ψ → Σ0 Σ0
andM(ΛΛ) < 2.8 GeV/c2
J/ψ and ψ → ΛΛπ0 and ΛΛη
signal shape
Use similar selection forJ/ψ → ΛΛ η
J/ψ → ΛΛ π0: BES finds large background from J/ψ → ΣπΛ.Must measure BR for this process.
signal shape
N(J/ψ → ΛΛπ0) < 7.0
Clear signal.N(J/ψ → ΛΛη) = 44 ± 10
Preliminary
Backgroundsbiggest fromJ/ψ → ΣπΛ
J/ψ and ψ → ΛΛπ0 and ΛΛη
hep-ex: 0707.1127First measurement!
Preliminary
ψ(2S) → ΛΛπ0 , ΛΛ η
No signals seen.
signal shapes
J/ψ and ψ (2S) → nK0SΛ and c.c
In 2004, BES published a threshold enhancement in J/ψand ψ(2S) → pK-Λ.
ψ(2S) → pK-Λ
For J/ψ → pK-Λ – S wave BW fit:M = 2075 ± 12 ± 5 Mev/c2
Γ = 90 ± 35 ± 9 Mev/c2
B(J/ψ → K- X) B(X → pΛ)= (5.9 ± 1.4 ± 2.0) x 10-5
Also see one in M(KΛ)
J/ψ → pK-Λ
M(KΛ) GeV/c2
PR 93:112002 (2004).
J/ψ and ψ (2S) → nK0SΛ and c.c.
Here study:J/ψ → nK0
SΛ + c.c. → n π+ π- p π + + c.c.
Require K0S and Λ :
|M(ππ) – M(K0S)| < 12 MeV/c2
|M(pπ) – M(Λ)| < 20 MeV/c2
Lxy(Λ) > 5 mm
χ2 (1C) < 5Lxy(K0
S) > 5 mm
Further:
signal
K0SΛ
Preliminary
n
See KΛ enhancementconsistent with PWA in pKΛ.[Int. J. Mod. Phys.,A 552, 344 (2005)].
Fitting with simple BW:
M = 1648 ± 6 Mev/c2
Γ = 61 ± 21 Mev/c2
(errors stat. only)
But no obvious nΛ thresholdenhancement like in pK Λ.B(J/ψ → KS X)B(X → nΛ +c.c.)< 4.8 x 10-5 (90% CL)Not inconsistent.
J/ψ and ψ (2S) → nK0SΛ and c.c.
J/ψ → nK0SΛ + c.c. → n π+ π- p π + + c.c.
Possible interesting structures.
Preliminary
Λ*sN*s
J/ψ and ψ (2S) → nK0SΛ and c.c.
Signal
ψ(2S) → nK0SΛ + c.c.
→ n π+ π- p π + + c.c.use similar selection
PreliminaryResultsB(J/ψ → nK0
SΛ + c.c.)= (6.42 ± 0.20 ± 0.99) x 10-4
B(J/ψ → nK0SΛ)
= (3.09 ± 0.14 ± 0.56) x 10-4
B(J/ψ → nK0SΛ)
= (3.37 ± 0.14 ± 0.45) x 10-4
B(ψ(2S) → nK0SΛ + c.c.)
= (0.77 ± 0.11 ± 0.13) x 10-4
B(J/ψ → K0SX) B(X → nΛ + c.c.)
< 4.8 x 10-5 (90% CL)
Qh = B(J/ψ → nK0SΛ + c.c.)
B(ψ(2S) → nK0SΛ + c.c.)
= (12.0 ± 3.2)%(consistent with 12% rule of pQCD)
ψ(3770), ψ(4040), ψ(4160), ψ(4415)In 1998 and 1999, BES scanned 91 energy pointsbetween 2 and 5 GeV to determine R.
Phys. Rev. Lett. 84, 594 (2000) and 88, 101802, (2002).
ψ(3770), ψ(4040), ψ(4160), ψ(4415)
In the calculation of ISR factor (1+δ), the values of resonant parameters in PDG2000 were used.
Here we refit to determine parameters of high massJPC = 1-- states.
Use Breit Wigner amplitudes with arbitrary phase to describe resonances:
Allow interferences betweenresonances.
Resonant parameters
ψ(3770), ψ(4040), ψ(4160), ψ(4415)
Use 2nd order polynomial for charm continuum. (Compare to DASP phenomenological form.)
Use potential model variable hadronic width. (Compare with Effective Interaction Theory model.)
Must fit using iterative procedure - resonant parameters will influence (1+δ) and then Rexp.
Other models: The results are not the same, but are consistent within errors.
For details, see hep-ex: 0705.4500
The new resultsComparison of the updated R value and the old results in Phys. Rev. Lett. 88 (2002)101802
Differences in R values are due to the updated resonant parameters and initial state radiative correction factor (1+δobs).
preliminary
hep-ex: 0705.4500
BEPCII Design goal
Energy range 1 – 2.1 GeV
Optimum energy 1.89 GeV
Luminosity 1 x 10 33 cm-2s-1 @ 1.89 GeV
Injection Full energy injection: 1.55 − 1.89 GeV Positron injection rate > 50 mA/min
Synchrotron mode 250 mA @ 2.5 GeV
Use many bunches and mini-beta.
BEPCII Status• Nov. 2006 – start commissioning; beam stored in storage ring.
• June 2007 - SR radiation for users at 2.5 GeV/c; 200 mA, τ = 5.5 hr.
• Aug. 2007 – beam current reached 0.5 A.
• At present: moving SC quads to IR; machine studies to start.
• BESIII detector to IR in Mar. 2008; commissioning summer 2008.
MDCParametersR inner: 63mm ; R outer: 810mm Length (out.): 2582 mm Inner cylinder: 1.2 mm Carbon fiberOuter cylinder: 11.5 mm CF with 8 windowsSense wire : 25 micron gold-plated tungsten (plus 3%Rhenium ) --
- 6796 Layers (Sense wire ): 43
Expected performance
Field wire: 110 micron gold-plated Aluminum --- 21884Gas: He + C3H8 (60/40)Cell: inner chamber --- 6 mm
outer chamber --- 8.1 mmPolar angle: |cos θ| < 0.83 (all layers)
< 0.93 (20 layers)%6~
@1GeV/C%5.0~
130~
dxdE
P
m
dxdE
P
x
σ
σμσ
resrevoverallEntries 781908Mean -2.772e-05RMS 0.123
/ ndf 2χ 2234 / 154Prob 0p0 24.2± 5551 p1 1.416e-04± 9.471e-05 p2 0.00022± 0.07865 p3 23.5± 2245 p4 0.000456± -0.000392 p5 0.0008± 0.1854
Residual (mm)-1 -0.8 -0.6 -0.4 -0.2 -0 0.2 0.4 0.6 0.8 10
5000
10000
15000
20000
25000
30000
35000resrevoverall
Entries 781908Mean -2.772e-05RMS 0.123
/ ndf 2χ 2234 / 154Prob 0p0 24.2± 5551 p1 1.416e-04± 9.471e-05 p2 0.00022± 0.07865 p3 23.5± 2245 p4 0.000456± -0.000392 p5 0.0008± 0.1854
mμ=120σ
=80HT
=60, VLTV
Cosmic ray test of completed MDC
resolution 120 μm
MDC ready forinstallation in detector.
CsI(Tl) crystal calorimeter• Design goals:
– Energy: 2.5% @ 1GeV– Spatial: 0.6cm @ 1GeV
• Crystals:– L = 28 cm (15 X0)– Barrel: 5280 w: 21564 kg– Endcaps: 960 w: 4051 kg– Total: 6240 w: 25.6 T
Mechanical structure
Assembly of Barrel EMC
Insertion
EMC Status:• Barrel assembly
complete.• End cap begun.
View from inside
TOFCrucial for particle ID• Barrel
– 50mm x 60mm x 2320 mm (inner layer).
– BC408 – 2 layers – 88 in each– Radius from 810 to 930 mm.
• Endcap– 48 fan shaped pieces – each
end.– BC404
• PMT: Hamamatsu R5942fine mesh
TOF – IHEPTOF electronics - USTC
Coil: single layer solenoid Cooling mode: two phase helium force
flowSuperconductor: Al stabilized NbTi/CuWinding: inner windingCold mass support: tension rodThermal shield: LN2 shield, MLIFlux return: barrel/end yoke, pole tip
Superconducting MagnetCryostat
Inner radius 1.375m
Cable dimension 3.7mm*20mmElectrical parameters
Central field 1.0TNominal current 3650A
Stored energy 10MJCold mass 3.6tonTotal Weight 15ton
Inductance 2H
Radiation thickness 2X0
Outer radius 1.7mLength 3.91m
CoilMean radius 1.482mLength 3.52m
First of its kind built in China.
0 500 1000-0.018
-0.016
-0.014
-0.012
-0.010
-0.008
-0.006
-0.004
-0.002
0.000
0.002
0.004
0.006
VTL1A-VTL2A VTLL1A-VTLL2A VTLL1B-VTLL2B VTLL3A-VTLL4A VTLL3B-VTLL4B VTM6A-VTM1A VTM6A-VTM5A VTM1A-VTM2A VTM3A-VTM4A VTM4A-VTM5A
Vol
tage
(V) Time:22:00Time:19:00
Voltage curve shows that the magnet is in super-conducting state.
Magnetic field 10029.8 Gauss.
BESIII SC Magnet ProgressSept. 19, 2006
Field mapping of magnet completed.
Physics Topics at BESIIIOpen charm factory :
• Absolute BR measurements of D and Ds decays• Rare D decay• D0 - D0bar mixing• CP violation• f D+, fDs form factors in semi-leptonic D decays• precise measurement (1.6% stat.) of CKM (Vcd, Vcs)• CP violation and strong phase in D Dalitz Decays• light meson spectroscopy in D0 and D+ Dalitz Decays.
Physics Topics at BESIII
• Charmonium: J/ψ, ψ(2S), ηC(1S), χC{0,1,2} , ηC(2S), hC(1P1), ψ(1D), etc. • New Charmonium states above open charm threshold• Exotics : hybrids, glueballs, and other exotics in J/ψ and ψ(2S)
radiative decays.• Baryons and excited baryons in J/ψ and ψ(2S) hadronic decays.• Mesons and mixing of quark and gluon in J/ψ and ψ(2S) decays.• Electromagnetic form factors and QCD cross section (R values).• tau mass and tau physics near the threshold
Very rich and interesting energy region.
Resonance Mass(GeV)CMS
Peak Lum.(1033cm-2s-1)
Physics Cross Section (nb)
Nevents/yr
J/ψ 3.097 0.6 3400 10 × 109
τ 3.670 1.0 2.4 12 × 106
DsDs 4.030 0.6 0.32 1.0 × 106
ψ(2S) 3.686 1.0 640 3.2 × 109
D0D0bar 3.770 1.0 3.6 18 × 106
D+D- 3.770 1.0 2.8 14 × 106
DsDs 4.140 0.6 0.67 2.0 × 106
Average Lum: L = 0.5×Peak Lum.; One year data taking time: T = 107s
Nevent/year = σexp ×L× T
Production
Huge J/ψ and ψ(2S) samples at BESIII
BESIII Collaboration
Institute of High Energy PhysicsUniversity of Science and TechnologyPeking UniversityTsinghua UniversityShangdong UniversityNankai UniversityCentral China Normal UniversityUniversity of AnhuiUniversity of ZhejiangUniversity of ZhengzhouNanjing Normal UniversityNanjing UniversityShanxi UniversitySichuan UniversityHenan Normal University
University of HawaiiUniversity of WashingtonUniversity of TokyoJoint Institute of Nuclear
Research, DubnaGSIUniversity of BochumUniversity of Giessen
Need more here!
Monitor the amplitude and time performance of each channel including PMTs and electronics. Concept:
Use fiber cable bundles (2 cables) to distribute light to barrel and endcap TOF counters.Use light splitter to illuminate one bundle at a time.
BESIII TOF Monitoring System
TOF endcap 48 fibers
TOF endcap 48 fibers
LaserDiode
Light splitter
TOF barrelPMT PMT
Ref. PMTsTo TOFelectronics
Fiber
TOF barrel 176 fibers
TOF barrel 176 fibers
Electronic switchFiber bundles
fiber
connectorBeam splitter
Use PicoQuant 440M Laser Diode (440 nm).– Simple to use and maintain.– Long lifetime (6 k hours at
full power).– Peak power: ~1W– Pulse width < 70 ps.– Wavelength 440 ± 10 nm.– Power stability 1% RMS.– 1.5 x 108 photons/pulse.
BESIII TOF Monitoring System
PicoQuant LDH-P-440M
Time difference measurementScheme: LD illuminates common end; measure time differencebetween reference fiber and all other fibers.
Laser diode illuminating common end of bundle through diffuser.
Barrel distribution boxes. One set of distribution fibers. Two distribution fibers connected
to reference PMTs.