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Spectra and decays of hybrid charmonia

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area law asymptotic for the Wilson loop. QCD string model ... hyperfine. spin-tensor. 10. Trial wavefunction. charmonium. hybrid. 11. Yu.S.Kalashnikova, ITEP ... – PowerPoint PPT presentation

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Title: Spectra and decays of hybrid charmonia


1
Spectra and decaysof hybrid charmonia
  • Yu.S.Kalashnikova, ITEP
  • in collaboration with A. Nefediev, PRD77 054025
    (2008)

2
Y(4260) hybrid charmonium?
3
QCD string model
  • Based on Vacuum Correlator Method
  • Confinement gluonic correlators responsible for
  • area law asymptotic for the Wilson loop
  • QCD string model corresponds to the limit of
    small
  • gluonic correlation length

4
Excitations of the QCD string qq -gt
minimal string
P (-1)L1 C (-1)LS
5
Hybrid excitationsgluon with two minimal
strings attached
6
Quantum numbers
  • Magnetic (lg jg)
  • Electric (lg jg?1)

Lowest magnetic
7
Zero-order Hamiltonian
  • quarkonium
  • hybrid

8
Einbein fields
?0 -gt constituent mass (calculated)
9
Spin-independent corrections
  • Charmonium
  • Self-energy
  • String correction
  • Hybrid
  • Self-energy (the same as for cc)
  • String correction

10
Spin-dependent force
  • non-perturbative spin-orbit (Thomas)
  • perturbative spin-orbit
  • hyperfine
  • spin-tensor

11
Trial wavefunction
  • charmonium
  • hybrid

12
Model parameters
Charmonium spectrum (MeV)
1S0 3S1 3P0 1P1 3P1 3P2
Exp 2980 3097 3415 3526 3511 3556
Model 2981 3104 3449 3528 3514 3552
13
Zero-order hybrid mass M00 4573
MeV Constituent masses ?c1598 MeV, ?g1085 MeV
Spin-independent correction -gt -90 MeV
Gluon spin-orbit common for all states -gt -103 MeV
14
Predictions for hybrids 1. Spin splittings
15
Predictions for hybrids2. Mass of the vector
hybrid
LGT 4379 ? 149 MeV X.-Q.Luo and Y.Liu, PRD 74
034502 (2006)
16
Predictions for hybrids3. Masses of C-even
states
LGT 4400 MeV C.Michael, hep-ph/0308293 4405
? 38 MeV Y.Liu and X.-Q.Luo PRD73 054510 (2006)
17
Both these calculations and lattice place a
vector hybrid at 4400 MeV
Y(4260) is not a hybrid?
Y(4320)
18
Strong decays of magnetic hybrids
D
h
D
Hybrid wavefunction
Q?-Q ? 0 for SS mesons
19
Selection rule
D()D()
hmagnetic
D()DJ()
20
Vector
Mth4327 MeV
Mth4285 MeV
21
  • Due to the coupling of vector
  • hybrid to S-wave thresholds DD0
  • and DD1 the state should be attracted
  • to these thresholds
  • If the coupling is strong enough
  • an extra state can be generated
  • dynamically

Y(4260) and Y(4325) ?
22
J-
23
Y(4260) and Y(4320) as hybrids No
visible decays into DD pairs Small ee-
width The masses are a bit too low DD1 and
DD0 thresholds can attract the state If Ys
are hybrids, C-even partners are to be found
1-(4320) couples strongly to DD0 -gt
interesting threshold effect
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