Media Summary: Three examples are given. One for a PI controller and two for What I call target feedforwards is an alternative way to compensate for lag error from the traditional feed forwards. The advantage ... The same data/system is used as shown in a previous video. The gradient descent doesn't work as well at the methods used in a ...

Peter Ponders Pid Using Tustin S Approximation - Detailed Analysis & Overview

Three examples are given. One for a PI controller and two for What I call target feedforwards is an alternative way to compensate for lag error from the traditional feed forwards. The advantage ... The same data/system is used as shown in a previous video. The gradient descent doesn't work as well at the methods used in a ... This video compares 3 methods for doing simulations. Laplace transforms, state space and differential equations are compared ... Input shaping is used by cranes and other applications where a load that vibrates or swings needs to be moved into position ... I was recently asked by a subscriber if the control would work if the plant changes. This video shows my simple method of testing ...

In this video, several minimization algorithms are compared. The Levenberg-Marquardt algorithm was found to be the best when ... This a 3rd and most advanced example of modeling a non-linear systems

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Peter Ponders PID - Using Tustin's Approximation.
Peter Ponders PID.  PID in incremental ( velocity ) form
Peter Ponders PID, Target Feed Forwards
Peter Ponders PID - Using gradient descent for system identification.
Peter Ponders PID - Using Runge-Kutta
Peter Ponders PID - Simulation Methods, Which is Best?
Peter Ponders PID - InputShaping
Peter Ponders PID - Calculating the symbolic formulas for the PID gains using Jupyter Lab.
Peter Ponders PID - How I test for robustness
Peter Ponders PID - FeedForwards - Basics -  What they do
Peter Ponders PID. PID Control of Dual Integrator System.
Peter Ponders PID - Comparing System Identification Algorithms
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Peter Ponders PID - Using Tustin's Approximation.

Peter Ponders PID - Using Tustin's Approximation.

Three examples are given. One for a PI controller and two for

Peter Ponders PID.  PID in incremental ( velocity ) form

Peter Ponders PID. PID in incremental ( velocity ) form

I start

Peter Ponders PID, Target Feed Forwards

Peter Ponders PID, Target Feed Forwards

What I call target feedforwards is an alternative way to compensate for lag error from the traditional feed forwards. The advantage ...

Peter Ponders PID - Using gradient descent for system identification.

Peter Ponders PID - Using gradient descent for system identification.

The same data/system is used as shown in a previous video. The gradient descent doesn't work as well at the methods used in a ...

Peter Ponders PID - Using Runge-Kutta

Peter Ponders PID - Using Runge-Kutta

This video is about why to

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Peter Ponders PID - Simulation Methods, Which is Best?

Peter Ponders PID - Simulation Methods, Which is Best?

This video compares 3 methods for doing simulations. Laplace transforms, state space and differential equations are compared ...

Peter Ponders PID - InputShaping

Peter Ponders PID - InputShaping

Input shaping is used by cranes and other applications where a load that vibrates or swings needs to be moved into position ...

Peter Ponders PID - Calculating the symbolic formulas for the PID gains using Jupyter Lab.

Peter Ponders PID - Calculating the symbolic formulas for the PID gains using Jupyter Lab.

I compute the symbolic formulas for the

Peter Ponders PID - How I test for robustness

Peter Ponders PID - How I test for robustness

I was recently asked by a subscriber if the control would work if the plant changes. This video shows my simple method of testing ...

Peter Ponders PID - FeedForwards - Basics -  What they do

Peter Ponders PID - FeedForwards - Basics - What they do

The video shows the importance of

Peter Ponders PID. PID Control of Dual Integrator System.

Peter Ponders PID. PID Control of Dual Integrator System.

This video shows how to calculate the

Peter Ponders PID - Comparing System Identification Algorithms

Peter Ponders PID - Comparing System Identification Algorithms

In this video, several minimization algorithms are compared. The Levenberg-Marquardt algorithm was found to be the best when ...

Peter Ponders PID - modeling a non linear valve.

Peter Ponders PID - modeling a non linear valve.

This a 3rd and most advanced example of modeling a non-linear systems