
Neural Network Architectures
This lecture describes the wide variety of neural network architectures available to solve various problems.
See MorePractical Implementation Issues with a Full State Feedback Controller
In this video we investigate practical implementation issues that may arise when attempting to use a full state feedback controller on a real system. We ill...
See MoreTime domain - tutorial 7: system properties
In this video, we cover system properties. The concept of memoryless, causal, stable, invertible, time-invariant and linear systems is intuitively explained...
See MoreFrequency domain – tutorial 6: Fourier transform tables
In this video, we learn about Fourier transform tables which enable us to quickly travel from time to the frequency domain. The main learning objective is to...
See MoreComputing the DFT Matrix
This video discusses how to compute the Discrete Fourier Transform (DFT) matrix in Matlab and Python. In practice, the DFT should usually be computed using the fast Fourier transform (FFT)...
See MoreCourse Introduction (Signal Processing 101)
Learn Signal Processing 101 in 31 lectures covering time, frequency and Laplace domain in about 8 hours all together:https://www.youtube.com/watch?v=KZd68xga...
See MoreLecture 4: Electromechanical system Transfer functions and Analogous circuit...
Peter Ponders PID - IAE,ITAE,ISE Performance indicators
Performance indicators can be used to compute closed loop pole locations. Only one gain parameter is required to move the pole locations closer to the origi...
See MoreLecture 21: Introduction to Frequency Response
Closed Loop Feedback Control
Intro to closed loop (feedback) control motivation, theory, block diagrams and block diagram algebra, and PID controllers
See MoreAuto Tuning a Small DC Motor in Torque Mode
I was really testing the picture in picture feature of the Screen Flow software I use to make these videos. I knew the auto tuning would work. I kept the v...
See MoreLecture 30: Canonical Forms
Bode Plot Gain and Phase Margin Determination
I'll show you how we can determine the Gain and Phase Margin from a Bode Plot (at some fixed controller gain).
See MoreCayley-Hamilton Theorem [Control Bootcamp]
Here we describe the Cayley-Hamilton Theorem, which states that every square matrix satisfies its own characteristic equation. This is very useful to prove results related to...
See MoreThe Taylor Series
In this video we discuss the Taylor Series (and the closely related Maclaurin Series). These are two specific types of Power Series that allow you to approx...
See MorePosicast Control 6 - ( In English)
This video presents the transition from half-cycle to other cycles ( third-cycle, fourth-cycle,..)
See MoreLinear Systems [Control Bootcamp]
Linear systems of ordinary differential equations are analyzed using eigenvalues and eigenvectors. This will be the mathematical foundation of this bootcamp on linear control theory.
See MoreEuler Angles and the Euler Rotation Sequence
In this video we discuss how Euler angles are used to define the relative orientation of one coordinate frame to another.Topics and Timestamps:0:00 – Introd...
See MoreTypes of Machine Learning 1
This lecture gives an overview of the main categories of machine learning, including supervised, un-supervised, and semi-supervised techniques, depending on the availability of expert labels...
See MoreUnderstanding and Sketching Individual Bode Plot Components
In this video we illustrate how 7 types of simple transfer functions contribute to a bode plot. We refer to these as ‘components’ and will cover the followi...
See MoreControllability and the Discrete-Time Impulse Response [Control Bootcamp]
This lecture derives the impulse response for a discrete-time system and relates this to the controllability matrix.
See MoreUnderstanding Sensor Fusion and Tracking, Part 3: Fusing a GPS and IMU to Es...
This video continues our discussion on using sensor fusion for positioning and localization by showing how we can use a GPS and an IMU to estimate and object’s orientation and position. We...
See MoreControl systems with non-minimum phase dynamics
This video describes control systems that have non-minimum phase dynamics, characterized by a zero of the input--output transfer function in the right-half-plane. Physically, these systems...
See MoreDerivation of the 2D Wave Equation
In this video we derive the 2D wave equation. This partial differential equation governs the motion of waves in a plane and is applicable for thin vibrating...
See MoreDrone Simulation and Control, Part 2: How Do You Get a Drone to Hover?
In the last video, we showed we can manipulate the four motors of a quadcopter to maneuver it in 3D space by getting it to roll, pitch, yaw, and change its thrust. We also covered the four...
See More