2010
DOI: 10.48550/arxiv.1012.0773
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Precise determination of the eta_c mass and width in the radiative J/Psi -> eta_c gamma decay

Nora Brambilla,
Pablo Roig,
Antonio Vairo

Abstract: We present an effective field theory based extraction of the η c mass and width from a recent measurement by CLEO of the photon line shape in the J/ψ → η c γ decay.

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Cited by 5 publications
(6 citation statements)
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“…The quarkonium magnetic moment is explicitly calculated and turns out to be very small in agreement with a recent lattice calculation [40]; the M1 transition of the lowest quarkonium states at relative order v 2 turn out to be completely accessible in perturbation theory [63]. A description of the η c line shape has been given in [58]. and effective field theory calculation of electric dipole transitions is currently in elaboration [49].…”
Section: Quarkonium Spectra Decays Exotics and Productionsupporting
confidence: 65%
“…The quarkonium magnetic moment is explicitly calculated and turns out to be very small in agreement with a recent lattice calculation [40]; the M1 transition of the lowest quarkonium states at relative order v 2 turn out to be completely accessible in perturbation theory [63]. A description of the η c line shape has been given in [58]. and effective field theory calculation of electric dipole transitions is currently in elaboration [49].…”
Section: Quarkonium Spectra Decays Exotics and Productionsupporting
confidence: 65%
“…Finally we mention another interesting study done in Ref. [131] concerning the determination of the η c mass and its total decay width. In that work, the photon line shape was considered in the NR limit using the sum of the magnetic (it has been pointed out in Ref.…”
Section: The Lo Operator Contributing To the M1 Transitions Reads (At Lomentioning
confidence: 95%
“…(184) and (185) for the theoretical signal together with the two background sources used in CLEO. From Ref [131]…”
mentioning
confidence: 99%
“…Here ω is a photon energy, α is the fine structure constant, e c and m c are c-quark charge (in electron charge units) and mass, M = η c | j 0 (ωr/2)|J/ψ is the matrix element of the transition (without relativistic corrections), j 0 (x) = sin(x)/x, BW(ω) is a Breit-Wigner function. A typical momentum transfer inside the charmonium bound state is about 700 to 800 MeV [16] (this is of the order of the inverse size of the system), so the matrix element is almost constant (close to one) up to such photon energies. Therefore, in this energy range the decay spectrum dΓ(ω) dω ∼ ω 3 BW(ω).…”
Section: Photon Spectrummentioning
confidence: 99%