Keywords
water microinclusions
liquid dielectric
dynamic problem
mathematical modeling
transient process
equilibrium form електричне поле
водні мікровключення
рідкий діелектрик
динамічна задача
математичне моделювання
перехідний процес
рівноважна форма
How to Cite
Abstract
Mathematical modeling and analysis of the distribution of the electric field near closely located water microinclusions in a liquid dielectric under the transitional process of changing their shape and mutual arrangement are performed. With continuous deformation, convergence and fusion of microinclusions, a dynamic problem was solved to determine their shape and relative position at each instant of time under the action of electrical and mechanical forces. The dependence of the rates of deformation, approach and merging of inclusions (which determine the duration of the transient process upon reaching the equilibrium form of the resulting inclusion) is investigated from the initial distance of the inclusions and on the strength of the external electric field. References 16, figures 5.
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