  Solving the Einstein-Klein-Gordon-Maxwell system, we construct and analyze
the properties of an electrically charged wormhole, formed from a complex,
massive scalar field, with self-interaction, and endowed with an electric
charge. The scalar field is minimally coupled to the gravitational and the
Maxwell field. Covering regions of the value of the different parameters of
such wormhole, we present the dependence of the form of the solution with
respect to the value of the different parameters, emphasising the role played
by the charge in the configurations; we focus on the region for large values of
the self-interaction parameter and found a generic behavior of the scalar
field, which in turn allows us to determine explicit analytic expressions for
the fields, the metric function and the global quantities such as the Komar
mass and the particle number. The motion of charges in these spacetimes is also
reported.
