2021
DOI: 10.1109/access.2021.3087939
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Particle Swarm Optimization-Based H∞ Tracking Fault Tolerant Control for Batch Processes

Abstract: This paper focuses on particle swarm optimization algorithm (PSOA)-based H∞ tracking fault-tolerant control for batch processes to resist the influence of actuator faults and unknown disturbances. First, according to a given actual process model, by introducing output tracking error, state difference and new states including output tracking error, an extended equivalent model is constructed. Then, a linearquadratic performance function is introduced. By using the PSOA to adjust those parameters in the function… Show more

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Cited by 2 publications
(1 citation statement)
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“…Recently, meta-heuristic algorithms gained significant interest and demonstrated promising results in the multidimensional parameter optimisation of all types of nonconvex or non-smooth optimisation problems [13], [14]. Genetic algorithm (GA) [15], particle swarm optimisation algorithm (PSO) [16], gravitational search algorithm [17], grey wolf optimisation algorithm (GWO) [18], whale optimisation algorithm (WOA) [19], multi-verse optimisation algorithm (MVO) [20], and multi-objective grey wolf optimisation algorithm (MOGWO) [21] are highly preferred to find the optimum design parameters of any nonconvex problems. A PSO-based approach is proposed to optimise the weighting matrices of the optimal full-state controller (LQR) [22], [23].…”
Section: Introductionmentioning
confidence: 99%
“…Recently, meta-heuristic algorithms gained significant interest and demonstrated promising results in the multidimensional parameter optimisation of all types of nonconvex or non-smooth optimisation problems [13], [14]. Genetic algorithm (GA) [15], particle swarm optimisation algorithm (PSO) [16], gravitational search algorithm [17], grey wolf optimisation algorithm (GWO) [18], whale optimisation algorithm (WOA) [19], multi-verse optimisation algorithm (MVO) [20], and multi-objective grey wolf optimisation algorithm (MOGWO) [21] are highly preferred to find the optimum design parameters of any nonconvex problems. A PSO-based approach is proposed to optimise the weighting matrices of the optimal full-state controller (LQR) [22], [23].…”
Section: Introductionmentioning
confidence: 99%