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Диэлектрическая релаксация Гавриляки–Негами

A fractional differential operator was used to obtain the dependence of Havriliak–Negami complex susceptibility. The physical meaning of the fractional-order time derivative was analyzed. The solution of the differential equation with fractional derivatives makes it possible to predict anomalous dyn...

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Bibliographic Details
Date:2005
Main Authors: Novikov, V. V., Komkova, O. A., Zharova, O. V.
Format: Article
Language:Ukrainian
Published: PE "Politekhperiodika", Book and Journal Publishers 2005
Subjects:
неупорядоченные материалы
диэлектрическая релаксация
комплексная восприимчивость
комплексная диэлектрическая проницаемость
дробная производная
Online Access:https://www.tkea.com.ua/index.php/journal/article/view/TKEA2005.2.62
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Journal Title:Technology and design in electronic equipment

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Technology and design in electronic equipment
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Summary:A fractional differential operator was used to obtain the dependence of Havriliak–Negami complex susceptibility. The physical meaning of the fractional-order time derivative was analyzed. The solution of the differential equation with fractional derivatives makes it possible to predict anomalous dynamic dielectric properties in disordered materials (ferroelectrics, polymers, composites, etc.).

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