e + e − ANNIHILATION INTO TWO HADRONS IN THE ENERGY INTERVAL 1400–2400 MeV
V. Alles-Borelli, M. Bernardini, D. Bollini, P. L. BRUNINI, E. Fiorentino, T. Massam, L. Monari, F. Palmonari, F. Rimondi, A. Zichichi
Abstract
V. Alles-Borelli, M. Bernardini, D. Bollini, P. L. BRUNINI, E. Fiorentino, T. Massam, L. Monari, F. Palmonari, F. Rimondi, A. Zichichi
Abstract
Abstract The proof is given for the existence of the reaction e + e − → h ± h ∓ in the energy range 1400–2400 MeV, and its energy dependence is compared with that of e + e − → e ± e ∓ , in the same experimental conditions of observation. The exponent of the s -dependence of the ratio α = (e + e − → h ± h ∓ )/ (e + e − → e ± e ∓ ) is measured to be n = 2.08 ± 0.45, in the s -range (1.96 − 5.76) GeV 2 , on the basis of 51 e + e − → h ± h ∓ events and 8918 e + e − → e ± e ∓ events observed.
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Abstract The proof is given for the existence of the reaction e + e − → h ± h ∓ in the energy range 1400–2400 MeV, and its energy dependence is compared with that of e + e − → e ± e ∓ , in the same experimental conditions of observation. The exponent of the s -dependence of the ratio α = (e + e − → h ± h ∓ )/ (e + e − → e ± e ∓ ) is measured to be n = 2.08 ± 0.45, in the s -range (1.96 − 5.76) GeV 2 , on the basis of 51 e + e − → h ± h ∓ events and 8918 e + e − → e ± e ∓ events observed.
Key concepts: Annihilation, Hadron, Font, Physics, Nuclear physics, Range (aeronautics), Exponent, Energy (signal processing)