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Engineering

How feedback corrects a drifting system

Archive 01063

Slide 1

Measure, compare and act

A feedback controller measures a system, compares the result with a target and changes an input. The loop repeats as the system responds.

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A disturbance can then be corrected without predicting its exact arrival. A room thermostat, for example, responds to a temperature change caused by an opened door.

Slide 2

Correction needs the right sign

Negative feedback acts against a measured difference from the target. If a heater increases output when a room becomes too hot, the loop instead makes the error worse.

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The correct sign is necessary but not sufficient for stability. Even a controller intended to oppose error can oscillate if its timing and strength are poorly matched to the system.

Slide 3

Strong correction can overshoot

Controller gain sets how strongly the controller reacts to error. Higher gain can reduce some differences from the target but make the response more aggressive.

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A system with stored energy may continue changing after the controller reduces its input. That inertia can carry the measured quantity beyond the target and provoke repeated corrections.

Slide 4

Delay makes old information dangerous

A controller acts on measurements that may lag behind the current state. Long delays can turn a useful correction into a badly timed one.

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Transport time, sensor filtering and computation all add delay. Tuning—adjusting how the loop responds—requires considering them together, not only the actuator’s speed.

Slide 5

The loop inherits its measurement limits

A controller cannot distinguish a real change from an error in its sensor unless the design provides other information. Better control begins with a trustworthy signal.

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Filtering can reduce noise—unwanted signal variation—but also delay the response. This creates a tradeoff between reacting quickly and following variations that are not useful changes.

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