  We study the effect of pressure on the localized magnetic moments induced by
vacancies in bilayer graphene in the presence of topological defects breaking
the bipartite nature of the lattice. By using a mean-field Hubbard model we
address the two inequivalent types of vacancies that appear in the Bernal
stacking bilayer graphene. We find that by applying pressure in the direction
perpendicular to the layers the critical value of the Hubbard interaction
needed to polarize the system decreases. The effect is particularly enhanced
for one type of vacancies, and admits straightforward generalization to
multilayer graphene in Bernal stacking and graphite. The present results
clearly demonstrate that the magnetic behavior of multilayer graphene can be
affected by mechanical transverse deformation.
