A Method to Calculate Fission-Fragment Yields $Y(Z,N)$ versus Proton and Neutron Number in the Brownian Shape-Motion Model. Application to calculations of U and Pu charge yields
P. Moller, T. Ichikawa

TL;DR
This paper introduces a novel method using Brownian shape-motion to calculate detailed 2D fission-fragment yields, including odd-even effects, for uranium and plutonium, enhancing understanding of nuclear fission processes.
Contribution
The paper extends previous models by incorporating proton and neutron numbers of emerging fragments into the potential-energy calculations and enabling correlated nucleon pair transfers.
Findings
Method successfully calculates Y(Z,N) with odd-even staggering effects.
Application to U and Pu yields demonstrates improved predictive capability.
Generalization from compound system to fragment-specific properties achieved.
Abstract
We propose a method to calculate the two-dimensional (2D) fission-fragment yield versus both proton and neutron number, with inclusion of odd-even staggering effects in both variables. The approach is to use Brownian shape-motion on a macroscopic-microscopic potential-energy surface which, for a particular compound system is calculated versus four shape variables: elongation (quadrupole moment ), neck , left nascent fragment spheroidal deformation , right nascent fragment deformation and two asymmetry variables, namely proton and neutron numbers in each of the two fragments. The extension of previous models 1) introduces a method to calculate this generalized potential-energy function and 2) allows the correlated transfer of nucleon pairs in one step, in addition to sequential transfer. In the previous version the potential energy…
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