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On the dielectric and Kerr-effect relaxation processes caused by time-varying electric fields

Akio Morita, Hiroshi Watanabe

Open publisher page 6 citations

Abstract

Expressions for the electric polarization and birefringence are obtained for extremely low time-varying electric field E(t), i.e., (i) continuous reversing square pulses, (ii) E(T) = E0e−kt, and (iii) E(t) = E0(1−e−kt), where t is time, E0 is the strength of the field, and k is a decay constant. Also, the time-dependent behavior of the electric birefringenece is extensively discussed.

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What this paper is about

Expressions for the electric polarization and birefringence are obtained for extremely low time-varying electric field E(t), i.e., (i) continuous reversing square pulses, (ii) E(T) = E0e−kt, and (iii) E(t) = E0(1−e−kt), where t is time, E0 is the strength of the field, and k is a decay constant. Also, the time-dependent behavior of the electric birefringenece is extensively discussed.

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Expressions for the electric polarization and birefringence are obtained for extremely low time-varying electric field E(t), i.e., (i) continuous reversing square pulses, (ii) E(T) = E0e−kt, and (iii) E(t) = E0(1−e−kt), where t is time, E0 is the strength of the field, and k is a decay constant. Also, the time-dependent behavior of the electric birefringenece is extensively discussed.

Key concepts: Electric field, Electric susceptibility, Birefringence, Dielectric, Condensed matter physics, Polarization density, Polarization (electrochemistry), Time constant

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