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Proportional-integral-derivative (PID) guide
Here's a handy collection of articles that provides an in-depth look at the proportional-integral-derivative (PID) algorithms used in motion control systems.
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By
Kenton
Williston
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DSP DesignLine
(05/09/2008 1:25 PM EDT)
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Proportional-integral-derivative explained
Proportional-integral-derivative (PID) control algorithms are widely used due to their effectiveness and simplicity. Here are some tips to make them even easier and more effective. They manage a wide range of operating conditions, they are functionally simple and can easily engineers be implemented using current computer technology.
Tutorial: Motion-control architectures
It's not just improved motors and MOSFETs that matter; architectures play a key role in modern motion control. This tutorial explains your options and the characteristics of each.
The basics of control system design:
- The basics of control system design: Part 6 - Tuning PID+ and PD controllers
George Ellis, author of "Control System Design Guide," concludes a six part series of articles on various approaches to Proportional-Integral-Derivative (PID) control system design with a discussion of the PD and PID+ configurations comparing them to the other P, PI, PI+ and PID methods discussed earlier in the series.
Using simulation software to simplify DSP-based Electro-Hydraulic Servo Actuator Designs:
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