  We investigate vortex configurations with the "vulcanization" term inspired
by the renormalization of $\phi_\star^4$ theory in the canonical
$\theta$-deformed noncommutativity. We focus on the classical limit of the
theory described by a single parameter which is the ratio of the vulcanization
and the noncommutativity parameters. We perform numerical calculations and find
that nontopological vortex solutions exist as well as Q-ball type solutions,
but topological vortex solutions are not admitted.
