Factorized distorted wave calculations for electron, neutrino, and BSM processes
Alexis Nikolakopoulos, Ra\'ul Gonz\'alez-Jim\'enez

TL;DR
This paper introduces a factorized approach to nuclear current calculations that simplifies the modeling of electron, neutrino, and BSM processes, enabling easier modifications and consistent treatment across different interactions.
Contribution
It presents a general factorized formalism for nuclear currents that can be applied to various models and processes, including BSM physics, with tabulated overlaps in the relativistic distorted-wave impulse approximation.
Findings
Derived a universal factorized form for nuclear currents
Tabulated overlaps for relativistic distorted-wave impulse approximation
Highlighted differences with plane-wave impulse approximation
Abstract
We point out that, under certain conditions, the nuclear currents that couple to vector bosons can be written as the trace of the product of two matrices. One contains `nucleon dynamics', e.g. form factors, the other contains the overlaps of nuclear wavefunctions. This factorized form may always be obtained and viewed as a `local' approximation, in which particle four-momenta that enter in the transition operator are fixed to their asymptotic values. We write the overlap matrix in a general form in terms of Dirac matrices. The current with arbitrary couplings to the nucleon can then be evaluated using standard trace identities. We show that this encompasses non-relativistic models as well. We have tabulated overlaps obtained in the relativistic distorted-wave impulse approximation, which can be used to compute the single-nucleon knockout cross section. We give a self-contained overview…
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Taxonomy
TopicsNeutrino Physics Research · Particle physics theoretical and experimental studies · Nuclear physics research studies
