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Design of Mixed-Mode Analog PID Controller with CFOAs
Natchanai Roongmuanpha1, Jetsdaporn Satansup2, Tattaya Pukkalanun1
1School of Engineering, King Mongkut's Institute of Technology Ladkrabang (KMITL), Bangkok 10520, Thailand.
A novel mixed-mode proportional-integral-derivative (PID) controller circuit using current-feedback operational amplifiers (CFOAs) offers versatile operation in four modes. This efficient design enhances control system performance, reducing rise and peak times by 43%.
Area of Science:
- Electronics Engineering
- Control Systems
- Analog Circuit Design
Background:
- Proportional-Integral-Derivative (PID) controllers are fundamental in control systems.
- Current-Feedback Operational Amplifiers (CFOAs) offer advantages in high-frequency analog circuit design.
- Mixed-mode operation in controllers allows for versatile signal processing.
Purpose of the Study:
- To propose a novel mixed-mode PID controller circuit.
- To demonstrate the controller's capability in four distinct operating modes: voltage, trans-admittance, current, and trans-impedance.
- To evaluate the controller's performance and its impact on a closed-loop control system.
Main Methods:
- Design and mathematical analysis of a mixed-mode PID controller using three CFOAs, four resistors, and two capacitors.
- Implementation of the controller using the AD844 CFOA IC.
- Simulation of the controller and a closed-loop control system incorporating a mixed-mode second-order low-pass filter.
Main Results:
- The proposed circuit topology successfully implements PID control in four mixed modes.
- The controller exhibits low power consumption (0.348 W) and good temperature stability (<0.2% variation).
- Monte Carlo analysis shows minimal gain deviation (≤7.72%), and the closed-loop system demonstrates a 43% faster rise/peak time and low steady-state errors.
Conclusions:
- The proposed mixed-mode PID controller is a versatile and efficient solution for various control applications.
- The controller significantly improves the dynamic performance of closed-loop systems.
- The design is validated through simulations, confirming its practical applicability.
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