The reaction gamma + p -> K+ + Sigma + pi was used to determine the invariant mass distributions or "line shapes" of the Sigma+ pi-, Sigma- pi+ and Sigma0 pi0 final states, from threshold at 1328 MeV/c^2 through the mass range of the Lambda(1405) and the Lambda(1520). The measurements were made with the CLAS system at Jefferson Lab using tagged real photons, for center-of-mass energies 1.95 < W < 2.85 GeV. The three mass distributions differ strongly in the vicinity of the I=0 \Lambda(1405), indicating the presence of substantial I=1 strength in the reaction. Background contributions to the data from the Sigma0(1385) and from K^* Sigma production were studied and shown to have negligible influence. To separate the isospin amplitudes, Breit-Wigner model fits were made that included channel-coupling distortions due to the NKbar threshold. A best fit to all the data was obtained after including a phenomenological I=1, J^P = 1/2^- amplitude with a centroid at 1394\pm20 MeV/c^2 and a second I=1 amplitude at 1413\pm10 MeV/c^2. The centroid of the I=0 Lambda(1405) strength was found at the Sigma pi threshold, with the observed shape determined largely by channel-coupling, leading to an apparent overall peak near 1405 MeV/c^2.

Measurement of the Sigma pi photoproduction line shapes near the Lambda(1405)

PAPPALARDO, Luciano Libero;
2013

Abstract

The reaction gamma + p -> K+ + Sigma + pi was used to determine the invariant mass distributions or "line shapes" of the Sigma+ pi-, Sigma- pi+ and Sigma0 pi0 final states, from threshold at 1328 MeV/c^2 through the mass range of the Lambda(1405) and the Lambda(1520). The measurements were made with the CLAS system at Jefferson Lab using tagged real photons, for center-of-mass energies 1.95 < W < 2.85 GeV. The three mass distributions differ strongly in the vicinity of the I=0 \Lambda(1405), indicating the presence of substantial I=1 strength in the reaction. Background contributions to the data from the Sigma0(1385) and from K^* Sigma production were studied and shown to have negligible influence. To separate the isospin amplitudes, Breit-Wigner model fits were made that included channel-coupling distortions due to the NKbar threshold. A best fit to all the data was obtained after including a phenomenological I=1, J^P = 1/2^- amplitude with a centroid at 1394\pm20 MeV/c^2 and a second I=1 amplitude at 1413\pm10 MeV/c^2. The centroid of the I=0 Lambda(1405) strength was found at the Sigma pi threshold, with the observed shape determined largely by channel-coupling, leading to an apparent overall peak near 1405 MeV/c^2.
2013
K., Moriya; R. A., Schumacher; K. P., Adhikari; D., Adikaram; M., Aghasyan; M. D., Anderson; S. A., Pereira; J., Ball; N. A., Baltzell; M., Battaglieri; V., Batourine; I., Bedlinskiy; M., Bellis; A. S., Biselli; J., Bono; S., Boiarinov; W. J., Briscoe; V. D., Burkert; D. S., Carman; A., Celentano; S., Chandavar; G., Charles; P. L., Cole; P., Collins; V., Crede; A., D'Angelo; N., Dashyan; E. D., Sanctis; R. D., Vita; A., Deur; B., Dey; C., Djalali; D., Doughty; R., Dupre; H., Egiyan; L. E., Fassi; P., Eugenio; G., Fedotov; S., Fegan; R., Fersch; J. A., Fleming; N., Gevorgyan; G. P., Gilfoyle; K. L., Giovanetti; F. X., Girod; J. T., Goetz; W., Gohn; E., Golovatch; R. W., Gothe; K. A., Griffioen; M., Guidal; K., Hafidi; H., Hakobyan; C., Hanretty; N., Harrison; D., Heddle; K., Hicks; D., Ho; M., Holtrop; C. E., Hyde; Y., Ilieva; D. G., Ireland; B. S., Ishkhanov; E. L., Isupov; H. S., Jo; D., Keller; M., Khandaker; P., Khetarpal; A., Kim; W., Kim; A., Klein; F. J., Klein; S., Koirala; A., Kubarovsky; V., Kubarovsky; S. V., Kuleshov; N. D., Kvaltine; K., Livingston; H. Y., Lu; I. J., D.; N., Markov; M., Mayer; M., Mccracken; B., Mckinnon; M. D., Mestayer; C. A., Meyer; M., Mirazita; T., Mineeva; V., Mokeev; R. A., Montgomery; E., Munevar; C. M., Camacho; P., Nadel Turonski; R., Nasseripour; C. S., Nepali; S., Niccolai; G., Niculescu; I., Niculescu; M., Osipenko; A. I., Ostrovidov; Pappalardo, Luciano Libero; R., Paremuzyan; K., Park; S., Park; E., Pasyuk; E., Phelps; J. J., Phillips; S., Pisano; N., Pivnyuk; O., Pogorelko; S., Pozdniakov; J. W., Price; S., Procureur; D., Protopopescu; D., Rimal; M., Ripani; B. G., Ritchie; G., Rosner; P., Rossi; F., Sabatie; M. S., Saini; C., Salgado; D., Schott; E., Seder; H., Seraydaryan; Y. G., Sharabian; E. S., Smith; G. D., Smith; D. I., Sober; S. S., Stepanyan; S., Stepanyan; P., Stoler; I. I., Strakovsky; S., Strauch; M., Taiuti; W., Tang; S., Taylor; C. E., Taylor; Y., Tian; S., Tkachenko; B., Torayev; M., Ungaro; B., Vernarsky; A. V., Vlassov; H., Voskanyan; E., Voutier; N. K., Walford; D. P., Watts; D. P., Weygand; M., Williams; N., Zachariou; L., Zana; J., Zhang; Z. W., Zhao; I., Zonta
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11392/1871816
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