Theoretical investigation was performed to elucidate effects of the br
idging groups (X) on the bandgaps of conjugated cyclic polymers. In ad
dition to heterocyclic polymers such as polythiophene, polypyrrole and
polyfuran, the polymers concerned in this study include the conjugate
d cyclic polymers which contain bridging groups of YZ(2) forms (CH2, C
F2, SiH2 and SiF2) or Y=Z forms (C=CH2, C=O and C=S). Geometrical stru
ctures of the polymers were optimized through semiempirical band calcu
lations with AM1 Hamiltonian. A modified extended Huckel method was em
ployed to obtain electronic properties of the polymers. Effects of the
bridging groups on bandgaps of the polymers were analyzed in terms of
geometrical relaxations and electronic perturbations.