Abstract

A coupling of a dark photon A′ from a U(1)A′ with the standard model (SM) particles can be generated through kinetic mixing represented by a parameter ϵ. A non-zero ϵ also induces a mixing between A′ and Z if dark photon mass mA′ is not zero. This mixing can be large when mA′ is close to mZ even if the parameter ϵ is small. Many efforts have been made to constrain the parameter ϵ for a low dark photon mass mA′ compared with the Z boson mass mZ . We study the search for dark photon in e+e− → γA′ → γμ+μ− for a dark photon mass mA′ as large as kinematically allowed at future e+e− colliders. For large mA′, care should be taken to properly treat possible large mixing between A′ and Z. We obtain sensitivities to the parameter ϵ for a wide range of dark photon mass at planed e+e− colliders, such as Circular Electron Positron Collider (CEPC), International Linear Collider (ILC) and Future Circular Collider (FCC-ee). For the dark photon mass 20 GeV ≲ mA′ ≲ 330 GeV, the 2σ exclusion limits on the mixing parameter are ϵ ≲ 10−3-10−2. The CEPC with sqrt{s}=240 GeV and FCC-ee with sqrt{s}=160 GeV are more sensitive than the constraint from current LHCb measurement once the dark photon mass mA′ ≳ 50 GeV. For mA′ ≳ 220 GeV, the sensitivity at the FCC-ee with sqrt{s}=350 GeV and 1.5 ab−1 is better than that at the 13 TeV LHC with 300 fb−1, while the sensitivity at the CEPC with sqrt{s}=240 GeV and 5ab−1 can be even better than that at 13TeV LHC with 3ab−1 for mA′ ≳ 180 GeV. We also comment on sensitivities of e+e− → γA′ with dark photon decay into several other channels at future e+e− colliders.

Highlights

  • Collider (ILC) and Future Circular Collider (FCC-ee)

  • We study the search for dark photon in e+e− → γA → γμ+μ− for a dark photon mass mA as large as kinematically allowed at future e+e− colliders

  • We find that the 2σ exclusion limits on for the dark photon from 20 GeV to 330 GeV can reach 10−3–10−2 at future e+e−

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Summary

Couplings of dark photon to the SM particles

We study the kinetic mixing effects on the interactions of A and Z with other SM particles. A dark photon field A0 from an extra U(1)A gauge group can indirectly interact through a gauge kinetic mixing term F0,μνB0μν with the SM sector. If one introduces a SM singlet S with a non-trivial U(1)A qua√ntum number sA to break the symmetry, A0 boson will receive a mass mA = gA sA vs/ 2 from (DμS)√†(DμS) term in the Lagrangian. The interaction of physical dark photon with SM sector currents will be modified further compared with eq (2.3). It is apparent that both and τ depend on the mixing parameter σ linearly In this case one can express τ in terms of as τ cW sW m2A We will use mZ and mA as the physical Z boson mass and dark photon mass, respectively

Production and decay of dark photon
Summary and conclusions
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