Quantum mechanical description of excitation energy distribution of the reaction residue in nucleon-induced inclusive one-nucleon knockout reactions
Kazuyuki Ogata

TL;DR
This paper develops a quantum mechanical model using the Wigner transform to accurately describe excitation energy distributions in nucleon-induced one-nucleon knockout reactions, improving understanding of nuclear transmutation processes.
Contribution
The paper introduces a quantum mechanical reaction model incorporating the Wigner transform to better predict excitation energy distributions in knockout reactions, addressing limitations of existing transport codes.
Findings
Reproduces measured knockout cross sections with reasonable parameters.
Shows energy dependence governed by nucleon-nucleon cross sections above 75 MeV.
Predicts different energy dependence for neutron- and proton-induced reactions.
Abstract
Understanding of inclusive one-nucleon knockout reactions for long-lived fission fragments (LLFPs) is crucial for nuclear transmutation studies. However, the particle and heavy ion transport code system (PHITS) severely overshoots the inclusive one-nucleon knockout cross sections sigma_-1N. Therefore development of a reaction model for describing the inclusive one-nucleon knockout processes is necessary. A key is specification of the position and the momentum of a nucleon inside a nucleus to be struck by the incident nucleon. In this paper the semiclassical distorted wave model incorporating the Wigner transform of the one-body nuclear density matrix is applied to the calculation of excitation energy distributions of reaction residues. Decay of a residue is described by introducing a threshold parameter for the minimum excitation energy of it. With reasonable values of the parameter,…
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Taxonomy
TopicsMolecular Junctions and Nanostructures · DNA and Nucleic Acid Chemistry · Atomic and Molecular Physics
