2015International Journal of Modern Trends in Engineering and ResearchRequires access

CompensatorTuning for Didturbance Rejection Associated with Delayed Double Integrating Processes, Part II: Feedback Lag-lead First-order Compensator

Galal Ali Hassaan

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Abstract

This paper investigates using a feedback lag-lead first-order compensator to control a delayed double integrating process for the purpose of disturbance rejection. The compensator has three parameters to be tuned to provide an optimal performance for the closed-loop control system. The MATLAB control and optimization toolboxes are used to tune the compensator using five different error-based objective functions. The feasibility of using the feedback lag-lead first-order compensator is assigned through comparison with using a feedback PD compensator for the same process. It is shown that that the compensator under study can not compete with the feedback PD compensator. Keywords—Feedback lag-lead first-order compensator; delayed double integrating process; disturbance rejection; compensator tuning; control system performance.

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What this paper is about

This paper investigates using a feedback lag-lead first-order compensator to control a delayed double integrating process for the purpose of disturbance rejection. The compensator has three parameters to be tuned to provide an optimal performance for the closed-loop control system. The MATLAB control and optimization toolboxes are used to tune the compensator using five different error-based objective functions. The feasibility of using the feedback lag-lead first-order compensator is assigned through comparison with using a feedback PD compensator for the same process. It is shown that that the compensator under study can not compete with the feedback PD compensator. Keywords—Feedback lag-lead first-order compensator; delayed double integrating process; disturbance rejection; compensator tuning; control system performance.

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Available abstract

This paper investigates using a feedback lag-lead first-order compensator to control a delayed double integrating process for the purpose of disturbance rejection. The compensator has three parameters to be tuned to provide an optimal performance for the closed-loop control system. The MATLAB control and optimization toolboxes are used to tune the compensator using five different error-based objective functions. The feasibility of using the feedback lag-lead first-order compensator is assigned through comparison with using a feedback PD compensator for the same process. It is shown that that the compensator under study can not compete with the feedback PD compensator. Keywords—Feedback lag-lead first-order compensator; delayed double integrating process; disturbance rejection; compensator tuning; control system performance.

Key concepts: Lead–lag compensator, Control theory (sociology), Lag, MATLAB, Computer science, Process (computing), First order, Disturbance (geology)

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