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Can I read Tensor Ayy and vector Ay analyzing powers in the H(d,d')X and ^{12}C(d,d')X reactons at initial deuteron momenta of 9 GeV/c in the region of baryonic resonances excitation on EtoBox?

Tensor Ayy and vector Ay analyzing powers in the H(d,d')X and ^{12}C(d,d')X reactons at initial deuteron momenta of 9 GeV/c in the region of baryonic resonances excitation by Ladygin, V. P.; Azhgirey, L. S.; Afanasiev, S. V.; Arkhipov, V. V.; Bondarev, V. K.; Borzounov, Yu. T.; Golovanov, L. B.; Isupov, A. Yu.; Ivanov, V. I.; Kartamyshev, A. A.; Kashirin, V. A.; Khrenov, A. N.; Kolesnikov, V. I.; Kuznetsov, V. A.; Ladygina, N. B.; Litvinenko, A. G.; Reznikov, S. G.; Rukoyatkin, P. A.; Semenov, A. Yu.; Semenova, I. A.; Stoletov, G. D.; Tzvinev, A. P.; Zhmyrov, V. N.; Zolin, L. S.; Filipov, G. is a scholarly article available to read on EtoBox.

What is Tensor Ayy and vector Ay analyzing powers in the H(d,d')X and ^{12}C(d,d')X reactons at initial deuteron momenta of 9 GeV/c in the region of baryonic resonances excitation about?

The angular dependence of the tensor Ayy and vector Ay analyzing powers in the inelastic scattering of deuterons with a momentum of 9.0 GeV/c on hydrogen and carbon have been measured. The range of measurements corresponds to the baryonic resonance excitation with masses 2.2--2.6 GeV/c^2. The Ayy data being in good agreement with the previous results demonstrate an approximate $t$ scaling up to -1.5 (GeV/c)^2. The large values of A_y show a significant role of the spin-dependent part of the elementary amplitude of the NN->NN* reaction. The results of the experiment are compared with model predictions of the plane-wave impulse approximation.

Author
Ladygin, V. P.; Azhgirey, L. S.; Afanasiev, S. V.; Arkhipov, V. V.; Bondarev, V. K.; Borzounov, Yu. T.; Golovanov, L. B.; Isupov, A. Yu.; Ivanov, V. I.; Kartamyshev, A. A.; Kashirin, V. A.; Khrenov, A. N.; Kolesnikov, V. I.; Kuznetsov, V. A.; Ladygina, N. B.; Litvinenko, A. G.; Reznikov, S. G.; Rukoyatkin, P. A.; Semenov, A. Yu.; Semenova, I. A.; Stoletov, G. D.; Tzvinev, A. P.; Zhmyrov, V. N.; Zolin, L. S.; Filipov, G.
Published
2005
Language
EN

More by Ladygin, V. P.; Azhgirey, L. S.; Afanasiev, S. V.; Arkhipov, V. V.; Bondarev, V. K.; Borzounov, Yu. T.; Golovanov, L. B.; Isupov, A. Yu.; Ivanov, V. I.; Kartamyshev, A. A.; Kashirin, V. A.; Khrenov, A. N.; Kolesnikov, V. I.; Kuznetsov, V. A.; Ladygina, N. B.; Litvinenko, A. G.; Reznikov, S. G.; Rukoyatkin, P. A.; Semenov, A. Yu.; Semenova, I. A.; Stoletov, G. D.; Tzvinev, A. P.; Zhmyrov, V. N.; Zolin, L. S.; Filipov, G.

Browse all works by Ladygin, V. P.; Azhgirey, L. S.; Afanasiev, S. V.; Arkhipov, V. V.; Bondarev, V. K.; Borzounov, Yu. T.; Golovanov, L. B.; Isupov, A. Yu.; Ivanov, V. I.; Kartamyshev, A. A.; Kashirin, V. A.; Khrenov, A. N.; Kolesnikov, V. I.; Kuznetsov, V. A.; Ladygina, N. B.; Litvinenko, A. G.; Reznikov, S. G.; Rukoyatkin, P. A.; Semenov, A. Yu.; Semenova, I. A.; Stoletov, G. D.; Tzvinev, A. P.; Zhmyrov, V. N.; Zolin, L. S.; Filipov, G.