Measurement of the Analyzing Power in $\vec{p}d \to (pp)n$ \\with a Fast Forward $^1S_0$--Diproton

S. Yaschenko; S. Dymov; V. Komarov; G. Macharashvili; F. Rathmann; S. Barsov; M. Hartmann; R. Gebel; A. Kacharava; A. Khoukaz; P. Kulessa; A. Kulikov; V. Kurbatov; N. Lang; I. Lehmann; B. Lorentz; T. Mersmann; S. Merzliakov; S. Mikirtytchiants; A. Mussgiller; M. Nioradze; H. Ohm; D. Prasuhn; R. Schleichert; H. Seyfarth; E. Steffens; H. J. Stein; H. Ströher; Yu. Uzikov; B. Zalikhanov; N. Zhuravlev

doi:10.1103/physrevlett.94.072304

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Measurement of the Analyzing Power in $\vec{p}d \to (pp)n$ \\with a Fast Forward $^1S_0$--Diproton

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Abstract

A measurement of the analyzing power $A_y$ of the $\vec{p}d \to (pp) + n$ reaction was carried out at beam energies of 0.5 and 0.8 GeV by detection of a fast forward proton pair of small excitation energy $E_{pp} < 3$ MeV. The kinematically complete experiment made use of the ANKE spectrometer at the internal beam of COSY and a deuterium cluster--jet target. For the first time the $S$--wave dominance in the fast diproton is experimentally demonstrated in this reaction. While at $T_p=0.8$ GeV the measured analyzing power $A_y$ vanishes, it reaches almost unity at $T_p=0.5$ GeV for neutrons scattered at $θ_n^{c.m.}=167^\circ$. The results are compared with a model taking into account one--nucleon exchange, single scattering and $Δ$ (1232) excitation in the intermediate state. The model describes fairly well the unpolarized cross section obtained earlier by us and the analyzing power at 0.8 GeV, it fails to reproduce the angular dependence of $A_y$ at 0.5 GeV.

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S. Yaschenko, S. Dymov, V. Komarov, G. Macharashvili, F. Rathmann, S. Barsov, M. Hartmann, R. Gebel, A. Kacharava, A. Khoukaz, P. Kulessa, A. Kulikov, V. Kurbatov, N. Lang, I. Lehmann, B. Lorentz, T. Mersmann, S. Merzliakov, S. Mikirtytchiants, A. Mussgiller, M. Nioradze, H. Ohm, D. Prasuhn, R. Schleichert, H. Seyfarth, E. Steffens, H. J. Stein, H. Ströher, Yu. Uzikov, B. Zalikhanov, N. Zhuravlev. 2004-11-17. Measurement of the Analyzing Power in $\vec{p}d \to (pp)n$ \\with a Fast Forward $^1S_0$--Diproton. https://doi.org/10.1103/physrevlett.94.072304

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