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Figure 4-16. Schematic structures of polythiophene chains doped with electron acceptors (dopant<br />

content, 25 mole'% per thiophene ring) and bonding electronic levels of positive polarons and<br />

bipolarons. (a1 Polaron lattice: (bi bipolaron lattice. A. acceptor: +. positive charge; -, negative<br />

charge; 0, electron; -, electronic energy level.<br />

Ferrni level .-..<br />

-.... Ferrni level<br />

Figure 4-17. Schematic band structures of<br />

dn infinite polymer chain doped with<br />

acceptors (dopant content, 25 mole%) per<br />

thiophene ring). (a) Polaron lattice;<br />

(b) bipolaron lattice Shadowed areas are<br />

(a) (b) filled with electrons [ 1261.<br />

can be explained as follows. Although a single chain itself behaves like a metal,<br />

macroscopic electrical conduction is limited by interchain, interdomain, or interfibril<br />

charge transport. Here, we will discuss the intrachain metallic charge transport.<br />

Let us suppose an infinite nondegenerate polymer chain (e.g., polythiophene)<br />

doped heavily with electron acceptors. At a high dopant content, the polymer-chain<br />

structure and electronic structure of the doped polymer are radically different from<br />

those of the intact polymer. As typical cases, we will describe two kinds of lattice<br />

structures of doped polythiophene (dopant content, 25 mole'%, per thiophene ring):<br />

a polaron lattice and a bipolaron lattice. They are the regular infinite arrays of<br />

polarons and bipolarons. The schematic polymer-chain structures are shown in<br />

Figure 4-1 6. Band-structure calculations have been performed for polaron and/or<br />

bipolaron lattices of poly( p-phenylene) [ 1241, polypyrrole [ 1241, polyaniline [ 1251,<br />

polythiophene [ 124, 1261, and poly( p-phenylenevinylene) 11271, with the valenceeffective<br />

Hamiltonian pseudopotential method on the basis of geometries obtained<br />

by MO methods. The schematic electronic band structures shown in Figure 4-17

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