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Optimal ratio limits of rogers' four-ratios and IEC 60599 code methods using particle swarm optimization fuzzy-logic approach

Ibrahim B. M. Taha, Ayman Hoballah, Sherif S. M. Ghoneim

2020IEEE Transactions on Dielectrics and Electrical Insulation91 citationsDOI

Abstract

The prediction of fault type in transformers at an early stage is an important aspect for power system reliability. Checking the transformer status begins with the dissolved gas analysis (DGA) test. Rogers' four-ratio and IEC 60599 standard methods are commonly DGA-based techniques that used to detect the transformer faults. These methods are very easy to implement, but their diagnostic accuracies are very poor. The target of this work is to build a new PSO-FS optimization platform identifying the optimal limits of gas ratios and corresponding rules for each fault type to enhance the diagnostic accuracies of Rogers' four-ratio and IEC 60599 code methods. In the proposed platform, PSO optimization technique specifies the gas ratio limits and corresponding rules where the fuzzy system identifies the fault types. Based on the results of the optimization process, the new codes that used to diagnose the fault types were developed. The performance of the proposed approach investigated using 481 collected datasets. The overall accuracies of the Rogers' four-ratio and IEC code models enhanced from 47.19 and 55.09 to 85.65 and 85.03, respectively. However, when datasets due to mixtures of faults (samples with undetermined or misidentified faults) are removed from the calculations, the accuracies of the PSO-FS methods are not significantly better than when using existing DGA methods.

Topics & Concepts

Particle swarm optimizationDissolved gas analysisFuzzy logicTransformerComputer scienceFault detection and isolationReliability engineeringAlgorithmEngineeringArtificial intelligenceTransformer oilVoltageElectrical engineeringActuatorPower Transformer Diagnostics and InsulationHigh voltage insulation and dielectric phenomenaMagnetic Properties and Applications