How to solve heat equation on half line

[@anihe8892]

Still after eleven years, these are the best videos on PDEs I have found. Thank you so much. A great advantage nowadays is that we can ask AI about every step. Great help, too. Even if not exactly right, they bring the "ideas" and points of view, one eventually forgets. About concepts I do not understand, they answer with simple words plus an example. Great!

[@flwrstrm1618]

thanks for doing PDE tutorials -- i once wished there were a khan academy for PDEs but it's not the right audience for their purpose, so you're the next best thing. keep up the awesome work

[@bobv2]

I'm keeping up with the PDE videos, thank you so much. My engineering classes started again now but I've been making sure to watch at least one video a day. Much love!

[@Peter_1986]

The way he says "partial differential equations" is very soothing.

[@SigfriedNothung]

fantastic lecture ! I wish you as my professor !!!

[@opetal9776]

also what about the case we have homogenueous boundary n initial condition ... with half range

[@DrChrisTisdell]

Great! Sounds like an excellent plan.

[@AkshayKumar-yv3vc]

what will be the calculation if u(0,t)=constant..............

[@opetal9776]

please how do we know when to use old or even function for solution of wave and diffusion equation

[@nikkig1146]

It depends on the boundary conditions. Dirichlet BC -> odd extension, Neumann BC -> even extension.

[@DrChrisTisdell]

My pleasure!

[@DrChrisTisdell]

Thanks. Please feel free to visit my virtual classroom anytime!

[@AbdulRahmanAliKhaifAmur]

really amazing

[@SigfriedNothung]

Wow, thanks very much!

[@lorenzopiana8949]

ti amo

[@JohnSmith-up3wo]

First!

[@loopuleasa]

You win nothing