ME565 Lecture 19: Fourier Transform to Solve PDEs: 1D Heat Equation on Infinite Domain

ME565 Lecture 19
Engineering Mathematics at the University of Washington
Fourier Transform to Solve PDEs: 1D Heat Equation on Infinite Domain
Notes: faculty.washington.edu/sbrunto...
Course Website: faculty.washington.edu/sbrunto...
faculty.washington.edu/sbrunton/

[@alexandervassilev8602]

Thank you so much for your lectures. Maybe one day you would also explain Inverse scattering transform, because it is a bit hard to understand when one moves to non-linear cases. But anyway, listening to you is always pleasure, dear Professor Brunton.

[@cocothetimeless8382]

wish i had the prof like this

[@jackshi7613]

nice introduction, thank you

[@jeroenkodde2438]

Anyone appreciates the alfa omega in the formulas? Fourier transform from start to finish!!

[@hamedfarahani4281]

Nice. Thanks!

[@sokasuliman6572]

Can you explain 29:24 and how it is the inverse Fourier transform but just in another variable?

[@jesus8046]

fr man, do u know how to do it now?

[@sokasuliman6572]

I think it’s because it is the definition of the inverse Fourier transform.

[@jesus8046]

@@sokasuliman6572 you are damn right ty

[@joelledaany146]

Sir the explanation of the screen is obscuring your work... Thats the words spoken

[@ROHITSINGH-jw4yc]

22:48 shhoo thuu thuu shuuu shooo

[@adityasrivastava8903]

[@abhishekgurjar693]

Indian