Given a spacetime with nonvanishing torsion, we discuss the equation for the
evolution of the separation vector between infinitesimally close curves in a
congruence. We show that the presence of a torsion field leads, in general, to
tangent and orthogonal effects on the congruence; in particular, the presence
of a completely generic torsion field contributes to a relative acceleration
between test particles. We derive, for the first time in the literature, the
Raychaudhuri equation for a congruence of timelike and null curves in a
spacetime with the most generic torsion field.Comment: 8 page