Films · Mathematics · Fourier analysis
Prof. Dr. Dirk Schieborn
Lecture Mathematics 2 for Industrial Engineering · Reutlingen University
Fourier · Episode 6
Where the series stumbles
Fourier · Episode 6
Where the series stumbles
Prof. Dr. Dirk Schieborn
Lecture Mathematics 2 for Industrial Engineering · Reutlingen University
At the jump, the Fourier series hits exactly the middle. Next to it, it overshoots: with more terms the spike gets narrower, but never lower than almost 9 percent of the jump.
heyprof.app/f/fourier-geige-6
More films: Signature · Prof. Dr. Dirk Schieborn
We store questions without any link to you; selected ones appear anonymously as frequent questions.
Series · Episode 6 of 7
Where the series stumbles
Prof. Dr. Dirk SchiebornLecture Mathematics 2 for Industrial Engineering · Reutlingen UniversityAt a jump the Fourier series hits exactly the middle and overshoots next to it. More terms make the spike narrower, but not lower: the Gibbs phenomenon.
How a film works on heyprof
Every film here listens. Pause it, ask it questions and let it continue with your own examples.
- PauseTap pause or press the space bar. The film waits right at that moment.
- AskTap “Ask” and type what you want to know. The answer comes inside the film, with picture and voice.
- Steer itTell it what to show, for example “Do this with z = 2 − 3i”. The film sets up the app and works it out.
- Try it yourselfWhile it is paused, drag points and sliders yourself. “Continue” takes you back into the film.
Without an account: five questions per visit. With an account you can also ask by voice.
Comments