  Static solutions representing wormhole configurations in Einstein-Cartan
theory ({{\sf ECT}}) in the presence of electric charge are obtained. The
solutions are described by a constant redshift function with matter content
consisting of a Weyssenhoff fluid along with an anisotropic matter and energy
momentum tensor ({\sf EMT}) of the electric field which together generalize the
anisotropic energy momentum tensor in Einstein-Maxwell theory in order to
include the effects of the intrinsic angular momentum (spin) of the particles.
Assuming the equation of state ({{\sf EoS}}) $p_r={\sf w}_1\rho$ and $p_t={\sf
w}_2\rho$, we derive exact wormhole solutions satisfying weak and null energy
conditions. Depending on the value of the spin square density at the wormhole
throat these solutions can be asymptotically flat, de-Sitter or anti de-Sitter.
Observational aspects of the wormhole solutions are also studied, using
gravitational lensing effects. It is found that the throat can act as a photon
sphere near which the light deflection angle has arbitrarily large values.
Moreover, for a particular class of solutions, when ${\sf w}_1\rightarrow-{\sf
w}_2$ the lensing features of the present model mimic those of the Ellis
wormhole in the weak field limit.
