  We extend recent results on domain wall description of superconductivity in
an Abelian Higgs model by introducing a particular Lorentz-violating term. The
temperature of the system is interpreted through the fact that the soliton
following accelerating orbits is a Rindler observer experiencing a thermal
bath. We show that this term can be associated with the {\sl Kondo effect},
that is, the Lorentz-violating parameter is closely related to the
concentration of magnetic impurities living on a superconducting domain wall.
We also found that the critical temperature decreasing with the impurity
concentration as a non single-valued function, for the case $T_K < T_{c0}$,
develops a negative curvature and presents deviations from the Abrikosov and
Gor'kov theory, a phenomenon already supported by experimental evidence.
