  We use a recently developed coarse-grained model for DNA to study kissing
complexes formed by hybridization of complementary hairpin loops. The binding
of the loops is topologically constrained because their linking number must
remain constant. By studying systems with linking numbers -1, 0 or 1 we show
that the average number of interstrand base pairs is larger when the topology
is more favourable for the right-handed wrapping of strands around each other.
The thermodynamic stability of the kissing complex also decreases when the
linking number changes from -1 to 0 to 1. The structures of the kissing
complexes typically involve two intermolecular helices that coaxially stack
with the hairpin stems at a parallel four-way junction.
