Abstract

The objects of the research are partial discharge processes simulated under the influence of non-sinusoidal voltage. In the context of studying the effect of voltage harmonics on partial discharges, the total harmonic distortion can only be used for rough estimation. The reason for this is that the total harmonic distortion does not take into account the phase angles of the individual voltage harmonic components. Under non-sinusoidal voltage with the total harmonic distortion of 10 % and above, the intensity of the partial discharges in the insulation increases. However, at lower values of the total harmonic distortion, the harmonics can also affect the characteristics of the partial discharges. To solve this problem, it is necessary to carry out a study, increasing the number of voltage harmonics taken into account. To do this, it is possible to use the known three-capacitive equivalent circuit for a dielectric with gas cavity, making appropriate changes to the voltage source. The model was studied using voltage harmonic of the fundamental frequency together with voltage harmonics from the 2nd to the 30th order included. It was found that for the fixed amplitude the phase angle of the voltage harmonics has a decisive influence on the number of partial discharge pulses. In the presence of voltage harmonics, this number can be the same as under the influence of a pure sinusoidal voltage. It can also be 14.3 % less and 14.3 % or 28.6 % greater. In all cases, the value of total harmonic distortion remains the same. The possibility of using high-voltage reference inductive voltage transformers for voltage distortion measurements was studied experimentally. It was found that this is expedient for the region of the maximum value of the magnetic permeability of their magnetic cores, which corresponds to a range of 80–120 % of the transformer rated voltage. Mobile laboratories for checking high-voltage transformers on-site with the addition of appropriate equipment can simultaneously be used to measure a number of power quality indices.

Highlights

  • The problem of current and voltage harmonics is relevant for electrical networks of various voltage classes

  • Current and voltage harmonics lead to additional losses, heating and accelerated aging of electrical insulation

  • The authors of this article believe that it is necessary to study the effect of voltage harmonics on the number of partial discharges, at such amplitudes of harmonics that do not exceed the permissible values specified in GOST 13109

Read more

Summary

Introduction

The problem of current and voltage harmonics is relevant for electrical networks of various voltage classes. Current and voltage harmonics lead to additional losses, heating and accelerated aging of electrical insulation. The permissible values of the total harmonic distortion are set by standards, in particular, GOST 13109, IEC 61000-4-7. These values differ for various rated voltages. At a nominal voltage of 6–20 kV, the maximum permissible value of the total harmonic distortion is 8 % (GOST 13109). As it will be shown later, the authors of the paper believe that even at such values of the total harmonic distortion, the harmonics can significantly affect the characteristics of the partial discharges

The object of research and its technological audit
The aim and objectives of research
Research of existing solutions of the problem
Methods of research
Research results
SWOT-analysis of research results
Findings
Conclusions
Full Text
Paper version not known

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call

Disclaimer: All third-party content on this website/platform is and will remain the property of their respective owners and is provided on "as is" basis without any warranties, express or implied. Use of third-party content does not indicate any affiliation, sponsorship with or endorsement by them. Any references to third-party content is to identify the corresponding services and shall be considered fair use under The CopyrightLaw.