1979
DOI: 10.1016/0378-4487(79)80052-7
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Dielectric relaxation study of some substituted anilines in benzene solutions at different temperatures

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Cited by 9 publications
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“…where τ is the most probable relaxation time, α is the distribution parameter, is the angular frequency and A = a′′ ( a 0 -a α ) B= (a 0 -a′)(a′-a α ) -a′ 2 C= (a′-a α ) 2 + a′′ 2 The Debye equation in terms of a 0 , a′, a″ and a α yields two independent equations [13].…”
Section: Theory 31 Higasi Methodsmentioning
confidence: 99%
“…where τ is the most probable relaxation time, α is the distribution parameter, is the angular frequency and A = a′′ ( a 0 -a α ) B= (a 0 -a′)(a′-a α ) -a′ 2 C= (a′-a α ) 2 + a′′ 2 The Debye equation in terms of a 0 , a′, a″ and a α yields two independent equations [13].…”
Section: Theory 31 Higasi Methodsmentioning
confidence: 99%