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Background
ICPs have
been studied now for well over two decades, and much has been learned
in that time. Among the most successful (and more recent) examples of
CPs (for example, polypyrrole, polyaniline, and polythiophene derivatives),
electrical conduction arises from an extended network of overlapping p-orbitals
(conjugation) over which charge is delocalized. As long as a delocalized
pathway exists from one point in the material to another, electrical conduction
can occur. Experimental evidence and model theories have demonstrated
that this is in fact correct. Random and block copolymers of conducting
monomers (such as thiophene, 3-methylthiophene, or pyrrole) and non-conducting
monomers (such as methacrylate, styrene, vinyl ethers, or siloxanes) have
been prepared and found to have good electronic conductivity. So how does a conducting pathway form in composites? The figure at right shows two composites. On the left is a composite that has low loading of a conducting filler, and on the right is a composite with a higher loading of conducting filler. The composite on the right is conducting while the composite on the left is not. That is because in the more highly filled composite there is a continous pathway from particle to particle throught which electrical current can flow. There is a specific level of loading at which a composite goes from the structure on the left to the structure on the right. This level is often refered to as the percolation threshold. This percolation behavior has been explained in terms of percolation theory as well as more sophisticated models such as flocculation theory. Both theories predict that below a certain critical concentration (sometimes called the percolation threshold) of the conducting component, the composite material is an insulator. Around the critical concentration a small increase in the concentration of the conducting component increases the conductivity by several orders of magnitude. Above the critical concentration the addition of conducting material brings only a small further increase in the conductivity. The percolation threshold of conducting composites usually ranges between 10 and 30% (Vol. %), but composites of ICPs and polymers have been reported to have a much lower thresholds (1.7 to 2.6 % have been reported). Althought simple percolation cannot explain these low thresholds, flocculation theory, double percolation theory, and directed percolation have been used to predict the low thresholds seen with ICP composites. With TDA's excellent expertise in ICP materials, we are investigating their use in new conducting composites. The photomicrographs on the right show two different blends with images taken at the same scale for each sample. The deep blue color comes from the ICP materials; the matrix here is colorless. These images clearly show that phase separation is occurring in these blends, but on a very different size scale for each of the two samples. We are discovering the relationship between these structures and how they relate to bulk properties.
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