<abstract xmlns="http://www.w3.org/1999/xhtml"><p> Besides their magnetic properties, Mn-Zn ferrites are also characterized by appreciable electrical properties. This electro- magnetic nature of Mn-Zn ferrites material properties causes a dimensional resonance to occur in samples. The latter hinders measurements of the frequency dependences of intrinsic permittivity and electrical conductivity. In the paper, we present a sign in measurement results that shows the frequency range in which dimensional resonance has already occurred. Above this range, properties extracted from measurements are not intrinsic any longer. We refer to the sign to determine the last point of the measurement data set that is used as an input for an equivalent circuit modelling of the electrical properties. This “last point” criterion helps to exclude the possibility of modelling apparent properties instead of intrinsic ones. The results obtained show that the frequency dependent electrical properties may be well modeled even if the upper limit of the input frequency range to the curve fitting is below the frequency range in which the dimensional resonance occurs.</p></abstract>

Besides their magnetic properties, Mn-Zn ferrites are also characterized by appreciable electrical properties. This electro- magnetic nature of Mn-Zn ferrites material properties causes a dimensional resonance to occur in samples. The latter hinders measurements of the frequency dependences of intrinsic permittivity and electrical conductivity. In the paper, we present a sign in measurement results that shows the frequency range in which dimensional resonance has already occurred. Above this range, properties extracted from measurements are not intrinsic any longer. We refer to the sign to determine the last point of the measurement data set that is used as an input for an equivalent circuit modelling of the electrical properties. This “last point” criterion helps to exclude the possibility of modelling apparent properties instead of intrinsic ones. The results obtained show that the frequency dependent electrical properties may be well modeled even if the upper limit of the input frequency range to the curve fitting is below the frequency range in which the dimensional resonance occurs.

Modelling of electrical properties of mn-zn ferrites taking into account the frequency of the occurrence of the dimensional resonance

Journal of Electrical Engineering

This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 License.

Besides their magnetic properties, Mn-Zn ferrites are also characterized by appreciable electrical properties. This electro- magnetic nature of Mn-Zn ferrites...

Modelling of electrical properties of mn-zn ferrites taking into account the frequency of the occurrence of the dimensional resonance

Publié en ligne: 28 juil. 2018

Pages: 219 - 225

DOI: https://doi.org/10.2478/jee-2018-0029

Mots clés
Mn-Zn ferrite, dimensional resonance, electrical conductivity, relative permittivity, ferrite core modelling, equivalent electrical circuit modelling, N87, N97

© 2018 Teodora Plamenova Todorova, published by Sciendo

This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 License.

Modelling of electrical properties of mn-zn ferrites taking into account the frequency of the occurrence of the dimensional resonance

Publié en ligne: 28 juil. 2018

Pages: 219 - 225

DOI: https://doi.org/10.2478/jee-2018-0029

Mots clésMn-Zn ferrite, dimensional resonance, electrical conductivity, relative permittivity, ferrite core modelling, equivalent electrical circuit modelling, N87, N97

© 2018 Teodora Plamenova Todorova, published by Sciendo

This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 License.

Mots clés
Mn-Zn ferrite, dimensional resonance, electrical conductivity, relative permittivity, ferrite core modelling, equivalent electrical circuit modelling, N87, N97