As has been recognized for some time, the dispersion interaction of mo
lecules, particularly large molecules, cannot be adequately represente
d by a simple London-type expression based on the total molecule polar
izabilities. We investigate two models consisting of several anisotrop
ic polarizabilities associated with molecular subgroups. In one model
intramolecular interactions among the groups are included; in the othe
r only intermolecular interactions are included, but different ''effec
tive'' polarizabilities are used. These models are generalizations of
models considered previously by others. We calculate the interaction e
nergy as a function of molecular separation for several different rela
tive orientations of the molecular axes of model PAA (p-azoxyanisole)
molecules. We find that (1) at very short distances intramolecular int
eraction is negligible; (2) at intermediate distances the distance dep
endence is approximately inverse fifth power; (3) the two models yield
almost identical results over all but the very shortest distances; (4
) at molecular separations greater than a few times the largest molecu
lar dimension, the distance dependence is essentially the simple inver
se sixth power London interaction based on total molecular polarizabil
ity. We compare these qualitative results with those found previously
by others.