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Thanks so much for recording these lectures! It's been a massive help.
this man is so good at explanation
Thanks a lot from an engineering student at Turkey
I don't understand how y(0,t)=y(4,t)=0 when y(x,0)=4-l2-xl , from 0
Ah, it should have been y(x,0)=2-|2-x|. Thanks.However, boundary and initial conditions do not have to agree. It just means that the resulting solution has discontinuities.
@@daniel_an hmm, got it, thanks!
thankx a lot for such a wonderful video lecture....! :-)
How can we find the energy for the solution of a damped wave equation with c=1
the laugh at the end is totally me
Thanks so much for recording these lectures! It's been a massive help.
this man is so good at explanation
Thanks a lot from an engineering student at Turkey
I don't understand how y(0,t)=y(4,t)=0 when y(x,0)=4-l2-xl , from 0
Ah, it should have been y(x,0)=2-|2-x|. Thanks.
However, boundary and initial conditions do not have to agree. It just means that the resulting solution has discontinuities.
@@daniel_an hmm, got it, thanks!
thankx a lot for such a wonderful video lecture....! :-)
How can we find the energy for the solution of a damped wave equation with c=1
the laugh at the end is totally me