Douglas H. McQueenKarl-Michael JägerMichaela Paligová
Abstract Local variations in filler particle concentration and/or shape and orientation in static filler/polymer composites are modelled as distributions of percolation thresholds. The concentration variations can be due to insufficient mixing, formation of semicrystalline voids during cooling from the melt, shrinkage during polymer curing, flow during physical compression or the like. Irregular filler shapes, especially elongated shapes, reduce the percolation threshold; thus natural variations in the shapes and orientations of filler particle aggregates lead to locally varying percolation thresholds. A distribution of percolation thresholds leads to an apparent percolation threshold based on the conductivity below the mean percolation threshold. For filler concentrations above the apparent percolation threshold the dielectric constant continues to increase before reaching a lowered peak value at the mean percolation threshold and then decreasing. Own experimental results on EBA /carbon black composites support the theory.
Douglas H. McQueenKarl-Michael JägerMichaela Pelí ková
K. S. DeepaS. Kumari NishaP. ParameswaranM. T. SebastianJ. James
Yevgen MamunyaV. V. DavidenkoEugene Lebedev
Maheswar PandaV. SrinivasAwalendra K. Thakur
Kosuke SogaTakashi SaitōTatsuya KawaguchiIsao Satoh