  In this paper we study the localization of a model with kinetic gauge mixing
on a thin membrane. The model we discuss is a theory for millicharged
particles, proposed by Holdom in 1985, and that now is object of study in the
LHC. We propose a geometrical coupling between the gauge fields, the Ricci
scalar and the Ricci tensor. We show that it is possible to localize such a
model by regarding specific values for the coupling constants. We find the
solutions for the two gauge fields and discuss the localization for scalar
fields that appears naturally in the process. We show that not necessarily the
gauge and scalar fields are localized at the same time.
