Designing J- and H‑Aggregates through Wave Function Overlap Engineering: Applications to Poly(3-hexylthiophene)
journal contributionposted on 2012-12-13, 00:00 authored by Hajime Yamagata, Chris M. Pochas, Frank C. Spano
A novel mechanism for J- and H-aggregate formation is presented on the basis of wave function overlap (WFO) coupling between neighboring chromophores which supplements the usual through-space (Coulombic) coupling. In cases where the latter is relatively small compared to the former, as might arise for excitons based on molecular transitions with low oscillator strengths, J- vs H-aggregation is determined by the sign of the product DeDh, where De (Dh) is the coupling between a neutral Frenkel exciton and the charge transfer exciton created through the transfer of an electron (hole) to a neighboring chromophore. Adapting a sign convention based on translational symmetry in a linear array of chromophores, a positive (negative) sign for DeDh places the bright exciton on the bottom (top) of the exciton band, consistent with J- (H-) aggregation. The J- (H-) aggregates so formed behave as direct (indirect) bandgap semiconductors with vibronic signatures in absorption and photoluminescence that are identical to those displayed by conventional Coulomb coupled aggregates. WFO coupling leading to the mixing of intrachain Frenkel excitons and polaron pairs may be important in conjugated polymer aggregates where the Coulomb coupling practically vanishes with the (conjugation) length of the polymer. Calculations based on octathiophene (8T) dimers show that the eclipsed geometry yields a WFO coupling favoring H-aggregate behavior, although a longitudinal (long-axis) displacement by only 1.5 Å is enough to change the sign of the coupling, leading to J-aggregate behavior. Hence, it should be possible to design thiophene-based polymers which act as J-aggregates with respect to the interchain coupling.
translational symmetryDesigning Jdimers showexciton bandDeDh placeschromophorebandgap semiconductorsgeometry yieldsWFOWave Function Overlap Engineeringvibronic signaturesoscillator strengthsFrenkel excitonproduct DeDh1.5 Åwave function overlapsign conventioncharge transfer excitonintrachain Frenkel excitonspolymer aggregatespolaron pairs