This video defines autonomous systems of differential equations, how to analyze phase portraits and determine the equilibrium solutions.
This video defines autonomous systems of differential equations, how to analyze phase portraits and determine the equilibrium solutions.
Electric power systems around the world are undergoing a historic change in their generation mix, from synchronous AC rotating machines to inverter-based res...
MIT 15.871 Introduction to System Dynamics, Fall 2013View the complete course:
Introduces the concepts behind modeling dynamic systems including the purpose of modeling and basic approaches to modeling.
Signal and System: Solved Questions on Linear and Non-Linear Systems ics Discussed:1. Linear and nonlinear systems.2. Effect of added and subtracted terms...
This video explains how to solve a system of equations to find the dimensions of a rectangle that has a given area and perimeter.Site:
This video discusses solving ordinary differential equations in Simulink. In this video we will illustrate how to do the following:1. Develop a differential...
Dr. Cicilio will talk about electrical grids, the types of changes they are undergoing, and how dynamic power system modeling is performed in this space. The...
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This video gives you a brief introduction to Simulink and how it can be used to simulate and analyze a transfer function and build a PID Controller. This vid...
Applied Nonlinear Dynamics and Nonlinear Control Lecture #5 variant and attracting sets, conservative and dissipative dynamical systems.
This video describes how to analyze fully nonlinear differential equations by analyzing the linearized dynamics near a fixed point. Most of our powerful solution techniques for ODEs are only...
121. 14K views 1 year ago. This lecture dives into the importance of studying nonlinear control theory. Unlike linear control, which is limited to systems operating near a specific...
Introduces how to formally specify requirements for a control system and discusses how to choose control gains based on known canonical forms. The structure ...
Three examples of modeling mechanical systems are presented employing a Newton''s second law type approach (sum of forces, sum of moments). Both translational...
Topics covered: Convergence of a sequence, Cauchy sequence, Contraction Mapping Principle, and Continuous functions.
The linearization equations are stated without proof and then an example is explored first on "paper" and then in Simulink.
In this lesson, I will teach you how to find the solution(s) to a nonlinear system of equations using a graphing calculator (Desmos).
Signal and System: Static and Dynamic SystemsTopics Discussed:1. Past, Present and Future inputs.2. Definition of Static System.3. Definition of Dynamic Syst...
In this lecture, we discussed:Linear SystemsNon-Linear Systems #dspelectronics #digitalsignalprocessing #dsplectures #dspece If you want to help us for enlarging...
This video discusses optimal nonlinear control using the Hamilton Jacobi Bellman (HJB) equation, and how to solve this using dynamic programming. Citable li...
Introduction of the canonical first-order system as well as a characterization of its response to a step input.
Topics covered :00:35 "Nonlinear" in control system sense00:50 Why nonlinear systems01:49 Difference with linear system04:29 Mathematical model of nonlinear ...
Topics Covered : 00:30 Some common physical nonlinearities10:30 Methods of analysis
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