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Estimation of hydrodynamical model parameters from the invariant spectrum and the Bose-Einstein correlations of $\pi$-mesons produced in ($\pi^{+}/K^{+})p$ interactions at 250 GeV/c

The invariant spectra of pi- mesons produced in (pi+/K+)p interactions at 250 GeV/c are analysed in the framework of the hydrodynamical model of three-dimensionally expanding cylindrically symmetric finite systems. A satisfactory description of experimental data is achieved. The data favour the patt...

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Detalles Bibliográficos
Autores principales: Agababyan, N.M., Atayan, M.R., Csörgő, T., De Wolf, E.A., Dziunikowska, K., Endler, A.M.F., Garutchava, Z.Sh., Gulkanyan, H.R., Hakobyan, R.Sh., Karamyan, J.K., Kisielewska, D., Kittel, W., Mehrabyan, S.S., Metreveli, Z.V., Olkiewicz, K., Rizatdinova, F.K., Shabalina, E.K., Smirnova, L.N., Tabidze, M.D., Tikhonova, L.A., Tkabladze, A.V., Tomaradze, A.G., Verbeure, F., Zotkin, S.A.
Lenguaje:eng
Publicado: 1997
Materias:
Acceso en línea:https://dx.doi.org/10.1016/S0370-2693(98)00072-0
http://cds.cern.ch/record/338851
Descripción
Sumario:The invariant spectra of pi- mesons produced in (pi+/K+)p interactions at 250 GeV/c are analysed in the framework of the hydrodynamical model of three-dimensionally expanding cylindrically symmetric finite systems. A satisfactory description of experimental data is achieved. The data favour the pattern according to which the hadron matter undergoes predominantly longitudinal expansion and non-relativistic transverse expansion with mean transverse velocity <u_t> = 0.20(7), and is characterized by a large temperature inhomogeneity in the transverse direction: the extracted freeze-out temperature at the center of the tube and at the transverse rms radius are 140(3) MeV and 82(7) MeV, respectively. The width of the (longitudinal) space-time rapidity distribution of the pion source is found to be Delta eta = 1.36(2). Combining this estimate with results of the Bose-Einstein correlation analysis in the same experiment, one extracts a mean freeze-out time of the source of <tau_f> = 1.4(1) fm/c and its transverse geometrical rms radius, R_G (rms)=1.2(2) fm.