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Temperature Controller

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What is a PID Temperature Controller?

A PID temperature controller regulates temperature by continuously calculating error between a setpoint and a measured value, then adjusting output using Proportional, Integral, and Derivative terms to minimize overshoot, steady-state error, and response time for stable, accurate control.

What is a Temperature Controller
Standard Industrial Size

Panel Cutouts : Standard Industrial Size

The opening dimensions for a 96×96mm meter are 92×92mm (width×height).

 

The opening dimensions for a 48×96mm meter are 45×92mm (width×height).

 

The opening dimensions for a 96×48mm meter are 92×48mm (width×height).

 

The opening dimensions for a 48×48mm meter are 45×45mm (width×height).

 

The opening dimensions for a 72×72mm meter are 68×68mm (width×height).

PID vs On/OFF Temperature Controllers

FeatureOn/Off Temperature ControllerPID Temperature Controller
Control MechanismHeater fully ON or OFF based on temperatureContinuous adjustment of power based on PID algorithm
AccuracyLower; causes temperature swings (overshoot/undershoot)High; maintains stable and precise temperature
ComplexitySimple operation, easy to set upComplex; requires tuning of proportional, integral, derivative parameters
CostLower costHigher cost
Typical ApplicationsBasic heating, where swings are acceptablePrecise processes such as medical sterilization, industrial ovens

Temperature Controller More Related Articles

What is a Temperature Controller
What is a Temperature Controller?

A temperature controller is a device that monitors and regulates temperature to a setpoint. It reads a sensor (e.g., thermocouple, RTD), compares the value to the target, and adjusts heating or cooling via outputs (relay, SSR, analog). Types include on/off, PID, and programmable controllers.

What is a Temperature Controller
How Does a PID Temperature Controller Work?

A PID temperature controller maintains a setpoint by adjusting heater/cooler output using three terms: Proportional (responds to present error), Integral (corrects accumulated past error), and Derivative (predicts future error). Together they minimize overshoot, steady-state error, and oscillation.

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