  We study the Ginzburg-Landau model with a nonlocal quartic term as a simple
phenomenological model for superconductors in the presence of coupling between
the vortex lattice and the underlying crystal lattice. In mean-field theory,
our model is consistent with a general oblique vortex lattice ranging from a
triangular lattice to a square lattice. This simple formulation enables us to
study the effect of thermal fluctuations in the vortex liquid regime. We
calculate the structure factor of the vortex liquid nonperturbatively and find
Bragg-like peaks with four-fold symmetry appearing in the structure factor even
though there is only a short-range crystalline order.
