We investigate a general structure of lepton mixing matrix resulting from the SUF(3) gauge family model with an appropriate vacuum structure of SUF(3) symmetry breaking. It is shown that the lepton mixing matrix can be parametrized by using the Wolfenstein parametrization method to characterize its deviation from the tri-bimaximal mixing. A general analysis for the allowed leptonic CP-violating phase δe
Nearby in the stack
and the leptonic Wolfenstein parameters
λe
,
Ae
,
ρe
is carried out based on the observed lepton mixing angles. We demonstrate how the leptonic CP violation correlates to the leptonic Wolfenstein parameters. It is found that the phase
δe
is strongly constrained and only a large or nearly maximal leptonic CP-violating phase
∣δe∣≃3π/4∼π/2
is favorable when
λe>0.15
. In particular, when taking
λe
to be the Cabbibo angle
_e≃ λ≃ 0.225
, a sensible result for leptonic Wolfenstein parameters and CP violation is obtained with
Ae=1.40
,
ρe=0.20
,
δe∼101.76o
, which is compatible with the one in quark sector. An interesting correlation between leptons and quarks is observed, which indicates a possible common origin of masses and mixing for the charged-leptons and quarks.