Pre-asymptotic analysis of scattering problem
S.E. Korenblit, S.V. Lovtsov, A.V. Sinitskaya
TL;DR
This paper provides a detailed pre-asymptotic analysis of multichannel scattering for particles with arbitrary spin, deriving an operator-valued expression for the scattered flux that respects unitarity.
Contribution
It introduces an exact operator-valued formulation of the scattered flux dependence on distance, extending scattering analysis to pre-asymptotic regimes for particles with arbitrary spin.
Findings
Derived operator-valued dependence of scattered flux on distance
Ensured consistency with unitarity condition
Applicable to particles with arbitrary spin and short-range interactions
Abstract
The pre-asymptotic analysis of the multichannel scattering problem for particles with an arbitrary spin and short-range interactions has been presented. The complete operator-valued dependence of the scattered differential flux on the distance to the target exactly consistent with the unitarity condition has been obtained.
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