Analysis and Control of Induction Motor Using Soft Computing Techniques
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Abstract
In the field of electrical motors, the induction motors (IMs) are mostly in use
newlinenow a days. The design, performance evaluation, and application control of IMs
newlineare quite important. The design of IMs is based on circuit parameters. The
newlineaccurate measurement of electrical parameters like, resistance (or reactance) is
newlinea tedious job. So, researchers have found IM parameter estimation as a significant
newlineoptimization aspect. The disruption in the parameters of IMs are quite
newlinefrequent which affect the performance evaluation and speed control of IMs. In
newlinecase of substantial parameter disruption the IMs become unreliable. To deal
newlinewith this complication of parameter disruption various strategies are used. The
newlineproportional integral (PI) controllers and vector control are deployed to control
newlinethe speed of IM. The vector control enhances the controlling ability of the IM
newlineand subsequently improves its efficiency. The vector control of IM includes control
newlineof magnitude and phase of each phase current and voltage. The controller
newlineparameters are optimized using conventional or non-conventional approaches.
newlineThough conventional mathematical techniques produce good results, yet the nonconventional
newlinesoft computing techniques produce still better results for real-world
newlineoptimization problems now a days. In this work, an efficient soft computing
newlinestrategy namely, artificial bee colony (ABC) algorithm is considered to analyse
newlineand control of IMs. To maintain an optimum balance amid exploration and
newlineexploitation capability of ABC, it is modified and these efficient versions of ABC
newlinealgorithm namely, disruption black hole ABC (DBHABC), logistic ABC, and
newlinelandmark ABC (LMABC) are applied for parameter estimation, PI controller
newlinebased speed control, and vector control of IMs respectively.
newlineThe obtained outcomes reveal that ABC and its modified versions are significantly
newlinebetter and competitive candidates than other state-of-art algorithms available
newlinein literature.
newline