2007
DOI: 10.1140/epja/i2006-10169-6
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Inclusive ω photoproduction from nuclei and ω in the nuclear medium

Abstract: With the aim of extracting information on the shift of the ω mass in the nuclear medium we analyze data obtained at ELSA from where claims for evidence of a mass shift of the ω have been made. We develop a Monte Carlo simulation code which takes into account the possible reactions in the experimental set up of (γ A → π 0 γ X) in the vicinity of the ω production region with subsequent ω → π 0 γ decay. We compare our results with experiment for the distribution of π 0 γ invariant masses and conclude that the dis… Show more

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Cited by 86 publications
(146 citation statements)
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“…A comparison to theoretical calculations [20][21][22][23] yields within model uncertainties in-medium widths of (140±20) MeV and (20±5) MeV for the ω and η meson, respectively, for recoil momenta of about 1.1 GeV/c. The corresponding imaginary part of the ω-and η -nucleus potential then is W ω =70±10 MeV and W η =10±2.5 MeV, respectively.…”
Section: The Imaginary Part Of the Meson-nucleus Potentialmentioning
confidence: 68%
“…A comparison to theoretical calculations [20][21][22][23] yields within model uncertainties in-medium widths of (140±20) MeV and (20±5) MeV for the ω and η meson, respectively, for recoil momenta of about 1.1 GeV/c. The corresponding imaginary part of the ω-and η -nucleus potential then is W ω =70±10 MeV and W η =10±2.5 MeV, respectively.…”
Section: The Imaginary Part Of the Meson-nucleus Potentialmentioning
confidence: 68%
“…The deviations of the cross sections from the scaling with the mass number A can be related to the in-medium width of the produced meson (the basic idea is simple; the smaller the scaling coefficient the larger the absorption probability, the larger the reduction of lifetime of the meson and the larger its effective in-medium width). The formalism, which does not require a particular model for the elementary production process, is given in [165,166,167]; details such as corrections for photon shadowing effects [155] and two-body absorption processes are discussed in [153]. Results for T A for η production off nuclei are summarized in Fig.…”
Section: Inclusive Productionmentioning
confidence: 99%
“…The intrinsic probabilities for these reactions as a function of the nuclear matter density are calculated using the phenomenological model of Refs [57], which also includes higher order quasielastic cuts and the twobody and three-body absorption mechanisms. Details for the present case are described in [56]. …”
Section: The Monte Carlo Simulation Proceduresmentioning
confidence: 99%