Fuzzy Logic and Control SystemsAdvanced Control Systems DesignAdvanced Control Systems Optimization

D. Stoitseva-Delicheva, S. Yordanova

2026.2.8International Journal of Intelligent Systems and Applications

DOI: 10.5815/ijisa.2026.01.05

tlooto Summary

This research presents a novel approach to enhancing the performance of FLC systems by compensating for the subjectivity inherent in expert-based design through optimization of the parameters of type-1 (T1) and interval type-2 (IT2) PID FLC membership functions (MF) using genetic algorithms.

Abstract

The fuzzy logic controllers (FLC) gain popularity in ensuring stable and high-performance control of nonlinear industrial plants with no reliable model, where the traditional controllers fail. Their standard expert-based design and simple algorithms that meet the demands for fast execution and economical use of computational resources ease their implementation into programmable logic controllers for wide industrial real-time control applications. This research presents a novel approach to enhancing the performance of FLC systems by compensating for the subjectivity inherent in expert-based design through optimization of the parameters of type-1 (T1) and interval type-2 (IT2) PID FLC membership functions (MF) using genetic algorithms. The approach is demonstrated for controlling the solution level in a carbonization column for soda ash production. Simulations reveal that optimization improves the system performance, measured by a newly introduced overall performance indicator for dynamic accuracy, robustness, and control smoothness, by 48% for the T1 FLC system and 30% for the IT2 FLC system. No improvement is observed in the substitute of T1 MF by IT2 MF for both the empirically designed and the optimised FLC.

Citation format

STOITSEVA-DELICHEVA, D.; YORDANOVA, S. Parameter optimisation of type 1 and interval type 2 fuzzy logic controllers for performance improvement of industrial control system. International Journal of Intelligent Systems and Applications, 2026, 18(1): 62–74.