Abstract

This paper proposes an alternative approach to extract transformer’s winding parameters of resistance (R), inductance (L), capacitance (C) and conductance (G) based on Finite Element Method (FEM). The capacitance and conductance were computed based on Fast Multiple Method (FMM) and Method of Moment (MoM) through quasi-electrostatics approach. The AC resistances and inductances were computed based on MoM through quasi-magnetostatics approach. Maxwell's equations were used to compute the DC resistances and inductances. Based on the FEM computed parameters, the frequency response of the winding was obtained through the Bode plot function. The simulated frequency response by FEM model was compared with the simulated frequency response based on the Multi-conductor Transmission Line (MTL) model and the measured frequency response of a 33/11 kV, 30 MVA transformer. The statistical indices such as Root Mean Square Error (RMSE) and Absolute Sum of Logarithmic Error (ASLE) were used to analyze the performance of the proposed FEM model. It is found that the simulated frequency response by FEM model is quite close to measured frequency response at low and mid frequency regions as compared to simulated frequency response by MTL model based on RMSE and ASLE analysis.

Highlights

  • Transformers are one of the important components in the electrical distribution network

  • Anti-resonance in simulated frequency response by Multi-conductor Transmission Line (MTL) model exists at 290 kHz while for measured frequency response, it appears at 230 kHz

  • At the low frequency region from 20 Hz to 1 kHz, the simulated frequency response based on Finite Element Method (FEM) model is closer to measured frequency response as compared to MTL model based on Absolute Sum of Logarithmic Error (ASLE) with errors of 2.2653 and 2.3427

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Summary

Introduction

Transformers are one of the important components in the electrical distribution network. The continuity of the energy delivery depends on the reliable operation of transformers. The health of transformers can be affected by several factors such as degradation of insulations, axial/ radial displacements and mechanical deformation of windings. High electromechanical forces due to short circuits could exacerbate the structural integrity of transformers.

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