1991
DOI: 10.1007/bf00310802
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Dispersion of fillers and the electrical conductivity of polymer blends filled with carbon black

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Cited by 1,001 publications
(722 citation statements)
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“…Wetting coefficient "a is proposed to deduce the selective localization of nanofiller according to Equation (1) [16]: (1) where, " nanofiller-polymer 1 , " nanofiller-polymer 2 , and " polymer 1,2 , are the interfacial energies between nanofiller and polymer 1 , between nanofiller and polymer 2 , and between the two polymer phases. In the present work PLA represents polymer 1 and PA11 represents polymer 2 .…”
Section: Results and Discussion 31 Hnts Selective Localization In Pmentioning
confidence: 99%
“…Wetting coefficient "a is proposed to deduce the selective localization of nanofiller according to Equation (1) [16]: (1) where, " nanofiller-polymer 1 , " nanofiller-polymer 2 , and " polymer 1,2 , are the interfacial energies between nanofiller and polymer 1 , between nanofiller and polymer 2 , and between the two polymer phases. In the present work PLA represents polymer 1 and PA11 represents polymer 2 .…”
Section: Results and Discussion 31 Hnts Selective Localization In Pmentioning
confidence: 99%
“…Upon formation of the network, current, which is stored due to micro size capacitors consisting of conductor, filler, and insulator matrix, flows away. This results in sudden rise in the value of the observed conductivity [22,23]. This high level of observed conductivity lasts until network exists.…”
Section: Electrical Charactermentioning
confidence: 95%
“…In binary blends, such as PP/EPDM, nanoclays can be located in each individual phase or interface. The distribution of nanoclays in the blend can be estimated according to the Young's equation, based on the interfacial energies of the components, as follows 40 :…”
Section: Microcellular Foaming Of Pp/epdm/organoclay M Keramati Et Almentioning
confidence: 99%