$B_s^0-\bar B_s^0$ mixing in a family non-universal $Z^{\prime}$ model revisited
Xin-Qiang Li, Yan-Min Li, Gong-Ru Lu, Fang Su

TL;DR
This paper investigates whether a family non-universal $Z'$ model can simultaneously explain recent $B_s^0-ar B_s^0$ mixing measurements, including CP asymmetries, and finds it cannot under current constraints.
Contribution
It revisits the $B_s^0-ar B_s^0$ mixing in a specific $Z'$ model, analyzing its ability to explain recent experimental anomalies and constraints.
Findings
The $Z'$ model cannot explain the measured $a_{fs}^s$ within 1$\sigma$ constraints.
Adding $Z'$ contributions to $\Gamma_{12}^s$ does not reconcile all data.
Future measurements may clarify the viability of such models.
Abstract
Motivated by the very recent measurements performed at the LHCb and the Tevatron of the mixing, in this paper we revisit it in a family non-universal model, to check if a simultaneous explanation for all the mixing observables, especially for the like-sign dimuon charge asymmetry observed by the D0 collaboration, could be made in such a specific model. In the first scenario where the boson contributes only to the off-diagonal element , it is found that, once the combined constraints from , and are imposed, the model could not explain the measured flavour-specific CP asymmetry , at least within its ranges. In the second scenario where the NP contributes also to the absorptive part via tree-level -induced operators, we find that, with…
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