Jul 6 – 13, 2022
Bologna, Italy
Europe/Rome timezone

Constraints on lepton-flavor-violating scalar portal using the Belle II result in the search for ${e^ + }{e^ - } \to {e^ \pm }{\mu ^ \mp }+{\rm{invisible}}$ with ${\cal L} = 276 \, {\rm pb}^{-1}$

Jul 8, 2022, 7:05 PM
1h 25m
Bologna, Italy

Bologna, Italy

Palazzo della Cultura e dei Congressi
Poster Beyond the Standard Model Poster Session

Speaker

Lam Thi To Uyen

Description

Lepton-flavor-violating (LFV) scalar portal is an interesting mechanism that connects the dark sector to the visible one. This mechanism leads to a rich phenomenology including an extra contribution to muon anomalous magnetic moment desirable for alleviating the discrepancy between the updated SM prediction and the combined results of Fermilab and BNL measurements. With the low-energy effective coupling ${{\cal L}_{\phi \mu e}} = - {y_{\mu e}}\left( {{{\bar e}_L}{\mu _R}\phi + {{\bar \mu }_R}{e_L}{\phi ^*}} \right)$, which turns muon into electron or vice versa through the scalar $\phi$, we derive the $(y_{\mu e},m_{\phi})$ parameter space that could account for the discrepancy mentioned above. Furthermore, we calculate the cross section $e^+e^-\to e^-\mu^+\phi^*, e^+\mu^-\phi$ induced by ${{\cal L}_{\phi \mu e}} $ and SM vertices. Using Belle II model-independent $90\%$ C.L. upper limit on $\varepsilon\, ({\rm efficiency})\times \sigma(e^+e^-\to {e^ \pm }{\mu ^ \mp }+{\rm{invisible}})$ with ${\cal L} = 276 \, {\rm pb}^{-1}$ (Phys. Rev. Lett. ${\bf 124}$, 141801 (2020)), we obtain the corresponding upper limit for $y_{\mu e}\times\sqrt{\varepsilon\cdot {\rm Br}(\phi\to {\rm invisible})}$. For $\varepsilon=1\%$ and ${\rm Br}(\phi\to {\rm invisible})=1$, we found that for $m_{\phi}< 4$ GeV, the $90\%$ C.L. upper limit for $y_{\mu e}$ is already in the favorable parameter range to account for the measured $g_{\mu}-2$.
We stress that explicit details of scalar portal models would determine ${\rm Br}(\phi\to {\rm invisible})$ while the efficiency factor $\varepsilon$ requires a detailed experimental analysis. Here we meant to point out that the search for ${e^ + }{e^ - } \to {e^ \pm }{\mu ^ \mp }+{\rm{invisible}}$ could yield very interesting constraints on LFV scalar portal models. Hence a model-dependent experimental analysis is also very worthwhile.

In-person participation Yes

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