
Type
Experience
Scope
Lecture 5: Block Diagram Reduction
PID Control - A brief introduction
In this video, I introduce the topic of PID control. This is a short introduction design to prepare you for the next few lectures where I will go through several examples of PID control....
See MoreSecond Order Dynamics
A crash course overview on second order dynamics in the frequency domain, what the key parameters are, and why they matter.
See MoreFrequency domain – tutorial 4: Gibbs phenomenon
In this video, we quickly review the Gibbs phenomenon which involves two facts:1) Fourier sums overshoot at a jump discontinuity2) overshoot does not disapp...
See MorePeter Ponders PID - Simulation Methods, Which is Best?
Lectures on Adaptive Control and Learning by Tansel Yucelen
A serie of lectures on the topic of adaptive controllers.
See MoreLecture 15: Root Locus
Stanford CS234: Reinforcement Learning | Winter 2019 | Lecture 7 - Imitation...
Professor Emma Brunskill
Assistant Professor, Computer Science
Stanford AI for Human Impact Lab
Stanford Artificial Intelligence Lab
Statistical Machine Learning Group
See MorePeter Ponders PID - System Identification Basics
Lecture 1 Introduction to Automatic Control
Sketching Root Locus Part 1
Sketching a root locus by hand can be done by following some simple rules. However, more important than actually being able to sketch to plot is being able to use our knowledge to design...
See MoreNumerically Linearizing a Dynamic System
In this video we show how to linearize a dynamic system using numerical techniques. In other words, the linearization process does not require an analytical...
See MoreOverview of Dempster-Shafer Theory (Evidence Theory)
This is an overview of Dempster-Shafer Theory (Evidence Theory) that provides an introduction, definition, basic information about combination rules, some issues with the theory, and the...
See MoreTikZ source Code: Feedback systems
TikZ source Code: Feedback systems
See MoreCORRECTION: Bode Plots by Hand: Complex Poles or Zeros
I explain how to determine the straight-line estimate of the Bode Plot for a second order transfer function with a pair of complex poles. This video is a repeat of the last half of the Bode...
See MoreControl Bootcamp: Full-State Estimation
This video describes full-state estimation. An estimator dynamical system is constructed, and it is shown that the estimate converges to the true state. Further, the eigenvalues of the...
See MorePartial Fraction Expansion/Decomposition
In this video we discuss how to perform partial fraction expansion (PFE) to rewrite a ratio of polynomials as simpler expressions. Topics and time stamps:(0...
See MoreTikZ source Code: Simulation Graph
TikZ source Code: Simulation Graph
See MoreData-Driven Control: Balanced Models with ERA
In this lecture, we connect the eigensystem realization algorithm (ERA) to balanced proper orthogonal decomposition (BPOD). In particular, if enough data is collected, then ERA produces...
See MoreSVD Method of Snapshots
This video describes how to compute the singular value decomposition (SVD) using the method of snapshots, by Sirovich 1987.
See MoreBode Plots of Complex Transfer Functions
In this video we discuss how to generate a bode plot of a complex transfer function by decomposing it into the individual components. We then show how one c...
See MoreWhat Is a Control System and Why Should I Care? (Part 1)
This talk introduces the basic concepts of feedback with lots of visual examples.
See MoreData-Driven Control: Observer Kalman Filter Identification
In this lecture, we introduce the observer Kalman filter identification (OKID) algorithm. OKID takes natural input--output data from a system and estimates the impulse response, for later...
See MoreUnitary Transformations
This video discusses unitary matrix transformations and how they relate to the geometry of the singular value decomposition (SVD).
See MoreSolving the 2D Wave Equation
In this video, we solve the 2D wave equation. We utilize two successive separation of variables to solve this partial differential equation. Topics discuss...
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