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Solution of Faddeev-type equations and calculation of the low-energy p–d scattering cross section
Faddeev-type equations for the p-d system have been approximately solved with regard to the Coulomb interaction. The contributions of the basic terms with zero relative orbital momenta have been studied in the most complex fragments of the total wave function, expanded in rapidly converging series....
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Published in: | Bulletin of the Russian Academy of Sciences. Physics 2008-06, Vol.72 (6), p.817-821 |
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container_title | Bulletin of the Russian Academy of Sciences. Physics |
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creator | Kovalchuk, V. I. Tartakovsky, V. K. Kozlovsky, I. V. |
description | Faddeev-type equations for the p-d system have been approximately solved with regard to the Coulomb interaction. The contributions of the basic terms with zero relative orbital momenta have been studied in the most complex fragments of the total wave function, expanded in rapidly converging series. The differential cross section of proton-deuteron scattering at an incident particle energy of 2.08 MeV has been calculated and compared with the experimental data. |
doi_str_mv | 10.3103/S1062873808060221 |
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subjects | Fragments Hadrons Heavy Ions Mathematical analysis Nuclear Physics Particle energy Physics Physics and Astronomy Scattering Scattering cross sections |
title | Solution of Faddeev-type equations and calculation of the low-energy p–d scattering cross section |
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