Precision resonance energy scans with the PANDA experiment at FAIR

G. Barucca,F. Davı,G. Lancioni,P. Mengucci,L. Montalto,P. P. Natali,N. Paone,D. Rinaldi,L. Scalise, W. Erni,B. Krusche, M. Steinacher,N. Walford, N. Cao,Z. Liu,C. Liu,B. Liu,X. Shen, S. Sun, J. Tao, G. Zhao,J. Zhao,M. Albrecht, S. Bökelmann, T. Erlen, F. Feldbauer,M. Fink, J. Frech, V. Freudenreich,M. Fritsch, R. Hagdorn,F. H. Heinsius,T. Held,T. Holtmann,I. Keshk, H. Koch,B. Kopf,M. Kuhlmann,M. Kümmel, M. Küßner, S. Leiber,P. Musiol,A. Mustafa,M. Pelizäus, A. Pitka,J. Reher, G. Reicherz,M. Richter, C. Schnier, S. Sersin,L. Sohl, C. Sowa, M. Steinke,T. Triffterer,T. Weber,U. Wiedner, R. Beck,C. Hammann,J. Hartmann,B. Ketzer, J. Müllers, M. Rossbach,B. Salisbury,C. Schmidt,U. Thoma,M. Urban,A. Bianconi, M. Bragadireanu,D. Pantea,W. Czyzycki,M. Domagala,G. Filo,J. Jaworowski,M. Krawczyk,E. Lisowski, F. Lisowski,M. Michałek,J. Płażek, K. Korcyl,A. Kozela,P. Kulessa,P. Lebiedowicz,K. Pysz,W. Schäfer, A. Szczurek,T. Fiutowski,M. Idzik,K. Swientek, P. Terlecki,G. Korcyl, R. Lalik,A. 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Johansson,A. Kupsc,P. Marciniewski,M. Papenbrock,J. Regina,K. Schönning,M. Wolke,J. Diaz,V. Pothodi Chackara, A. Chlopik, G. Kesik,D. Melnychuk, A. Trzcinski,M. Wojciechowski,S. Wronka, B. Zwieglinski, C. Amsler,P. Bühler,N. Kratochwil,J. Marton,W. Nalti,D. Steinschaden,K. Suzuki,E. Widmann,S. Zimmermann,J. Zmeskal

The European Physical Journal A(2019)

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摘要
. This paper summarises a comprehensive Monte Carlo simulation study for precision resonance energy scan measurements. Apart from the proof of principle for natural width and line shape measurements of very narrow resonances with PANDA, the achievable sensitivities are quantified for the concrete example of the charmonium-like X (3872) state discussed to be exotic, and for a larger parameter space of various assumed signal cross-sections, input widths and luminosity combinations. PANDA is the only experiment that will be able to perform precision resonance energy scans of such narrow states with quantum numbers of spin and parities that differ from J^PC = 1^– .
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