Antiproton and antilambda annihilations on several nucleons
J. Cugnon, J. Vandermeulen
Abstract
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J. Cugnon, J. Vandermeulen
Abstract
Open-access reader
Antiproton and antilambda annihilations involving several nucleons at the same time are assumed and arguments in favor of such processes are discussed. A statistical model for annihilation on one or several nucleons is studied. It is shown to give very good results for annihilation on one nucleon. The predictions of such a model for annihilation on several nucleons are discussed extensively. The most important of those is the enhancement of the strange particle yield. Other predictions are made for remarkable two-body channels and in particular for the mesonless annihilation n${\ifmmode\bar\else\textasciimacron\fi{}}^{3}$He\ensuremath{\rightarrow}pp. A geometrical model is made to estimate the probability of having annihilation on several nucleons in nuclei. Finally, the relationship between our statistical approach and current dynamical models is discussed.
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Antiproton and antilambda annihilations involving several nucleons at the same time are assumed and arguments in favor of such processes are discussed. A statistical model for annihilation on one or several nucleons is studied. It is shown to give very good results for annihilation on one nucleon. The predictions of such a model for annihilation on several nucleons are discussed extensively. The most important of those is the enhancement of the strange particle yield. Other predictions are made for remarkable two-body channels and in particular for the mesonless annihilation n${\ifmmode\bar\else\textasciimacron\fi{}}^{3}$He\ensuremath{\rightarrow}pp. A geometrical model is made to estimate the probability of having annihilation on several nucleons in nuclei. Finally, the relationship between our statistical approach and current dynamical models is discussed.
Key concepts: Annihilation, Nucleon, Physics, Antiproton, Particle physics, Nuclear physics, Proton