g-factor calculations from the generalized seniority approach

TL;DR

This paper applies the generalized seniority approach to semi-magic nuclei to analyze g-factors, demonstrating particle number independence and consistency with transition probability explanations.

Contribution

It extends the generalized seniority scheme to include g-factor calculations, providing new insights into magnetic properties of semi-magic nuclei.

Findings

g-factors show particle number independent behavior

Magnetic moments are consistent with transition probability explanations

The approach successfully explains g-factor trends in semi-magic nuclei

Abstract

The generalized seniority approach proposed by us to understand the B(E1)/B(E2)/B(E3) properties of semi-magic nuclei has been widely successful in the explanation of the same and has led to an expansion in the scope of seniority isomers. In the present paper, we apply the generalized seniority scheme to understand the behavior of g-factors in semi-magic nuclei. We find that the magnetic moment and the gfactors do show a particle number independent behavior as expected and the understanding is consistent with the explanation of transition probabilities.