Strong decay modes $\bar{K}\Xi$ and $\bar{K}\Xi\pi$ of the $\Omega(2012)$ in the $\bar{K}\Xi(1530)$ and $\eta\Omega$ molecular scenario

TL;DR

This paper investigates the decay modes of the $ ext{Omega}(2012)$ resonance, proposing it as a molecular state from coupled channel interactions, and calculates its decay widths aligning with experimental observations.

Contribution

It introduces a molecular scenario for $ ext{Omega}(2012)$ based on coupled channel dynamics and computes decay widths consistent with experimental data.

Findings

Total decay width matches experimental data.

Decay modes $ar{K} ext{Xi}$ and $ar{K} ext{Xi} ext{pi}$ are significant.

Comparison with other models highlights differences.

Abstract

We study the $\bar{K} \Xi$ decay mode of the newly observed $\Omega(2012)$ assuming that the $\Omega(2012)$ is a dynamically generated state with spin-parity $J^P = 3/2^-$ from the coupled channel $S$-wave interactions of $\bar{K}\Xi(1530)$ and $\eta \Omega$. In addition we also calculate its $K\pi\Xi$ three-body decay mode. It is shown that the so-obtained total decay width is in fair agreement with the experimental data. We compare our results with those of other recent studies and highlight differences among them.