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Reinforcement Learning Based Optimal Tracking Control Under Unmeasurable Disturbances With Application to HVAC
This study introduces a novel reinforcement learning (RL) approach for optimal control, effectively handling unmeasurable disturbances without needing to measure them. The method ensures accurate control estimates in complex systems.
Area of Science:
- Control Engineering
- Artificial Intelligence
- Machine Learning
Background:
- Traditional reinforcement learning (RL) control methods often require direct measurement or manipulation of disturbances, which is impractical in many real-world scenarios.
- Unmeasurable disturbances and unknown system dynamics pose significant challenges for achieving optimal control and accurate estimates.
- Existing RL techniques can suffer from bias in control estimates when disturbances are not directly accounted for.
Purpose of the Study:
- To develop an optimal controller using reinforcement learning (RL) that can effectively manage unmeasurable disturbances and unknown system dynamics.
- To eliminate the need for direct measurement or manipulation of disturbances in RL-based control systems.
- To prevent disturbance-induced bias in optimal control estimates.
Main Methods:
- A novel Q-learning framework is proposed, integrating a bias compensation mechanism with integral action.
- A bias-compensated Q-learning scheme learns disturbance-induced bias terms separately from optimal control parameters.
- State feedback and output feedback algorithms are developed using policy iteration (PI) and value iteration (VI).
Main Results:
- The proposed method successfully removes the need to measure or manipulate disturbances.
- The bias compensation mechanism prevents disturbance-induced bias in optimal control estimates.
- Algorithms guarantee the convergence of tracking error to zero, even with unmeasurable disturbances.
- The approach was validated on a practical heating, ventilating, and air conditioning (HVAC) zone controller.
Conclusions:
- The developed RL-based optimal controller effectively handles unmeasurable disturbances and unknown dynamics.
- The integration of bias compensation and integral action in Q-learning provides a robust solution for practical control problems.
- The methodology ensures reliable and accurate control performance, demonstrated through a real-world HVAC application.
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