Regge poles for the superposition of central and quadratic spin-orbital potentials
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The nature of the arrangement, the multiplicity, and the behavior of Regge poles are investigated when the quadratic as well as the central spin-orbital potentials are taken into account in the Schrodinger equation. It is established that in this case the appearance of additional poles that can be interpreted as bound states and resonances is possible in the domain Re λ>0. ForK2> 0 the Regge poles can be arranged in both the first and fourth quadrants of the λ-plane.
KeywordsRegge Pole Schrodinger Equation Fourth Quadrant Additional Polis
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