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3 cards from this section. Quick, good the night before a test.
What does the 'P' in PID stand for?
Think about how the control responds to current error.
Define what integral control does.
Consider how it deals with past errors.
What does PID stand for in a PID controller?
Think about what each letter in the acronym represents.
True or False: The Integral component does not consider past errors.
Recall the function of the Integral part.
A robotic arm uses the PID formula with Kp=3, Ki=0.2, and Kd=1.5. If the current error is 4, what is the output? Assume an accumulated error of 10 and a change in error of 2 over 1 second.
Plug the values into the PID formula step by step.
Determine the impact of increasing Kd in a system with significant overshoot. What would happen to the system's stability and responsiveness?
Think about how damping affects system dynamics.
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