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Cal Poly Pomona

Modeling and Simulation of Dynamic Systems

Cal Poly Pomona via YouTube

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Overview

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Explore a comprehensive lecture series on dynamic systems modeling and simulation, focusing on solving Ordinary Differential Equations (ODEs) using various MATLAB commands. Learn about equivalent spring constants, spring-mass-damper systems, and solving first and second-order ODEs. Dive into Laplace transforms and the pole method for solving ODEs, gaining practical skills in mathematical modeling and simulation techniques essential for mechanical engineering applications.

Syllabus

ME 340: Example, Solving ODEs using MATLAB's ode45 command.
ME 340: Example, Solving ODEs using MATLAB's laplace command.
ME 340: Example, Solving ODEs using MATLAB's dsolve command.
ME 340: Equivalent spring constant (Part 1 of 2).
ME 340: Equivalent spring constant (Part 2 of 2).
ME 340: Spring mass damper (Part 1 of 4).
ME 340: Spring mass damper (Part 2 of 4).
ME 340: Spring mass damper (Part 3 of 4).
ME 340: Spring mass damper (Part 4 of 4).
ME 340: Example, Solving 1st order ODEs.
ME 340: Example, Solving 2nd order ODEs.
ME 340: Poles.
ME 340: Example, Solving 1st order ODE with Laplace transforms using pole method.

Taught by

CPPMechEngTutorials

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Reviews

4.5 rating, based on 2 Class Central reviews

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  • Abenezer Sisay Siffo
    Excellent course on dynamic system modeling and simulation. The lectures are well-organized, easy to follow, and provide clear explanations of differential equations, Laplace transforms, transfer functions, and MATLAB-based solutions. The spring-mass-damper examples and step-by-step demonstrations make complex concepts much easier to understand. I highly recommend this course to engineering students and professionals interested in dynamic systems, control engineering, and MATLAB.
  • Olupinla Michael Oluwanifemi
    The course was really interesting and straight to the point but I would have preferred if it were more interactive.
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