subject
Intro

edX: Transfer Functions and the Laplace Transform

 with  Haynes Miller and Jeremy Orloff

This course is about the Laplace Transform, a single very powerful tool for understanding the behavior of a wide range of mechanical and electrical systems: from helicopters to skyscrapers, from light bulbs to cell phones. This tool captures the behavior of the system and displays it in highly graphical form that is used every day by engineers to design complex systems.

This course is centered on the concept of the transfer function of a system. Also called the system function, the transfer function completely describes the response of a system to any input signal in a highly conceptual manner. This visualization occurs not in the time domain, where we normally observe behavior of systems, but rather in the “frequency domain.” We need a device for moving from the time domain to the frequency domain; this is the Laplace transform.

We will illustrate these principles using concrete mechanical and electrical systems such as tuned mass dampers and RLC circuits.

Syllabus

  • Review of differential equations
  • System function and frequency response
  • Laplace Transform
  • Rules and applications
  • Impulses and impulse response
  • Convolution
  • Feedback and filters
0 Student
reviews
Cost Free Online Course
Pace Self Paced
Subject Mathematics
Provider edX
Language English
Hours 2-5 hours a week
Calendar 9 weeks long

Disclosure: To support our site, Class Central may be compensated by some course providers.

+ Add to My Courses
FAQ View All
What are MOOCs?
MOOCs stand for Massive Open Online Courses. These are free online courses from universities around the world (eg. Stanford Harvard MIT) offered to anyone with an internet connection.
How do I register?
To register for a course, click on "Go to Class" button on the course page. This will take you to the providers website where you can register for the course.
How do these MOOCs or free online courses work?
MOOCs are designed for an online audience, teaching primarily through short (5-20 min.) pre recorded video lectures, that you watch on weekly schedule when convenient for you.  They also have student discussion forums, homework/assignments, and online quizzes or exams.

0 reviews for edX's Transfer Functions and the Laplace Transform

Write a review

Class Central

Get personalized course recommendations, track subjects and courses with reminders, and more.

Sign up for free