The chalcogen Y atom in the aromatic
ring of thiophene and its
derivatives YC4H4 (Y = S, Se, Te) can engage
in a number of different interactions with another such unit within
the homodimer. Quantum calculations show that the two rings can be
oriented perpendicular to one another in a T-shaped dimer in which
the Y atom accepts electron density from the π-system of the
other unit in a Y···π chalcogen bond (ChB). This
geometry best takes advantage of attractions between the electrostatic
potentials surrounding the two monomers. There are two other geometries
in which the two Y atoms engage in a ChB with one another. However,
instead of a simple interaction between a σ-hole on one Y and
the lone pair of its neighbor, the interaction is better described
as a pair of symmetrically equivalent Y···Y interactions,
in which charge is transferred in both directions simultaneously,
thereby effectively doubling the strength of the bond. These geometries
differ from what might be expected based simply on the juxtaposition
of the electrostatic potentials of the two monomers.