Algebraic basics for high spin elastic scattering
AbstractThe analytics was implemented for the scattering processes with channel spin structure 1/2, 3/2 and 5/2. For the first time the parameterization of differential cross sections by orbital momentums l = 0, 1, 2, … for the quartet and quintet spin channels has been performed. The presentation is given in a universe form and may be applied for the phase shift analyses for the scattering of nuclei or elementary particles. Same amplitudes are used in the construction of the polarization characteristics as vector and tensor polarization. The following isotopes are in field of interests: 7B(3/2-), 9B(3/2-), 11B(3/2-), 12B(1+), 13B(3/2-), 5Li(3/2-), 6Li(1-), 7Li(3/2-), 9Li(3/2-), 10Li (1-), 9C(3/2-), 11C(3/2-) and protons, neutrons, deuterons as impact particles.
Oct 10, 2016
How to Cite
BURKOVA, N.A.; TKACHENKO, A.S.. Algebraic basics for high spin elastic scattering. International Journal of Mathematics and Physics, [S.l.], v. 7, n. 1, oct. 2016. ISSN 2409-5508. Available at: <http://ijmph.kaznu.kz/index.php/kaznu/article/view/174>. Date accessed: 24 oct. 2018.
Nuclear Physics and Nanotechnology
elastic scattering, spin channel, probability amplitude, cross section, partial wave