What is PID control?
Temperature control in process cooling typically involves the use of a temperature control system.
Applied Thermal Control use Proportional-Integral-Derivative (PID) control in the design of our recirculating chillers (aside from the ecoMini). PID is a more advanced form of feedback control that uses a mathematical algorithm to optimise temperature control. The algorithm takes into account the current temperature, the rate of change in temperature, and the accumulated error over time to determine the optimal cooling rate.
PID control is a closed-loop system that uses feedback from the process being controlled to make adjustments to the control system. It works by calculating the difference between the desired output (setpoint) and the actual output and using this error information to make corrections to the control system.
The correction is made up of three components, as shown below. These components are combined and applied to the control system to produce a correction that optimises the control of the process.
Proportional (P) Control
This component of the correction is proportional to the size of the error. If the error is large, the correction is also large. If the error is small, so is the correction. The proportional control component helps to bring the process variable towards the setpoint quickly.
Integral (I) Control
This component of the correction is based on the accumulated error over time. It helps to eliminate any persistent error that may remain after the proportional control component has been applied.
Derivative (D) Control
This component of the correction is based on the rate of change of the process variable. It helps to anticipate and prevent overshoots in the process variable.