2012•International Conference on Control, Automation and SystemsRequires access

IMC-PID controller tuning from closed-loop setpoint response

Mudassir Hasan, Mohamad Shamsuzzoha, Moonyong Lee

Open publisher page 3 citations

Abstract

The proposed IMC-PID tuning method is extension of the recently published setpoint overshoot method (2010). It is one step procedure to obtain the PI/PID setting which gives the better performance and robustness. The method requires one closed-loop step setpoint response experiment using a proportional only controller with gain K c0 . Based on simulations for a range of first-order with delay processes, simple correlations have been derived to give PI/PID.filter controller settings. The controller gain (K c /K c0 ) is only a function of the overshoot observed in the setpoint experiment. The controller integral and derivative time (τ I and τ D ) is mainly a function of the time to reach the first peak (t p ). The proposed tuning method shows better performance than the setpoint overshoot method (2010) for broad range of processes.

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What this paper is about

The proposed IMC-PID tuning method is extension of the recently published setpoint overshoot method (2010). It is one step procedure to obtain the PI/PID setting which gives the better performance and robustness. The method requires one closed-loop step setpoint response experiment using a proportional only controller with gain K c0 . Based on simulations for a range of first-order with delay processes, simple correlations have been derived to give PI/PID.filter controller settings. The controller gain (K c /K c0 ) is only a function of the overshoot observed in the setpoint experiment. The controller integral and derivative time (τ I and τ D ) is mainly a function of the time to reach the first peak (t p ). The proposed tuning method shows better performance than the setpoint overshoot method (2010) for broad range of processes.

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Available abstract

The proposed IMC-PID tuning method is extension of the recently published setpoint overshoot method (2010). It is one step procedure to obtain the PI/PID setting which gives the better performance and robustness. The method requires one closed-loop step setpoint response experiment using a proportional only controller with gain K c0 . Based on simulations for a range of first-order with delay processes, simple correlations have been derived to give PI/PID.filter controller settings. The controller gain (K c /K c0 ) is only a function of the overshoot observed in the setpoint experiment. The controller integral and derivative time (τ I and τ D ) is mainly a function of the time to reach the first peak (t p ). The proposed tuning method shows better performance than the setpoint overshoot method (2010) for broad range of processes.

Key concepts: Setpoint, PID controller, Control theory (sociology), Overshoot (microwave communication), Robustness (evolution), Rise time, Step response, Controller (irrigation)

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