i mean it when i say that this video solved my doubts all of them for the rectangular conditions in dirichlet conditions from the root cause. thank you very much HML. bless you.
Well, n is just an index number. So no issue if you want to use negative values as well. It will still lead to the same final solution but with slightly different coefficients attached to F and G
hi i was hoping to see if you could help me with a question from the advanced engg mathematics by erwin kreyzig heres the question, CAS PROJECT. Isotherms. Find the steady-state solutions (temperatures) in the square plate in Fig. 297 with a=2 satisfying the following boundary conditions. Graph isotherms. (a) u = 80sin(pi x)on the upper side, 0 on the others. (b) u = 0 on the vertical sides, assuming that the other sides are perfectly insulated. (c) Boundary conditions of your choice (such that the solution is not identically zero).
Crazy to write zeros like that
one should be put in jail for that
😂😂
you are a good teacher, thank you for breaking it down like piece of cake
i mean it when i say that this video solved my doubts all of them for the rectangular conditions in dirichlet conditions from the root cause.
thank you very much HML. bless you.
Awesome video!! Clear and concise.
This was really helpful! Thank you so much :D
Thank you so much, That was very helpful... Waiting for other videos ^^
Very good information 👍👍
this video is so great! Thank you!
Please post another video .
Thanks, It was amazing
thanks, good explanation!
Thank you for the video!
Thank you so much.
thank you
Thanks sir
Where are you another video
Sir where are you other videos.
Sir, am not able to find your more videos
why lambda is a constant why not some equation
can you add Neumann problem video
I will do as soon as I can
25:52 why is the summation from 1 to infinity. Shouldn’t it be from -infinity to infinity leaving out 0 as mentioned earlier at 20:22.
Well, n is just an index number. So no issue if you want to use negative values as well. It will still lead to the same final solution but with slightly different coefficients attached to F and G
Its more accurate to use numerical methods, especially finite differences method or finite element method.
It is not more accurate than exact solution.
hi i was hoping to see if you could help me with a question from the advanced engg mathematics by erwin kreyzig
heres the question,
CAS PROJECT. Isotherms. Find the steady-state
solutions (temperatures) in the square plate in Fig. 297
with a=2 satisfying the following boundary conditions.
Graph isotherms.
(a) u = 80sin(pi x)on the upper side, 0 on the others.
(b) u = 0 on the vertical sides, assuming that the other
sides are perfectly insulated.
(c) Boundary conditions of your choice (such that the
solution is not identically zero).
Thanks for your message. I would be more than happy to assist you. Feel free to email me at ehvtutoring@gmail.com to schedule for private sessions.
do you have the neumann version?
will be ready soon
88/68620/TK/15531
BAMBANG TRI HASTA
Universitas Gadjah Mada
Fakultas Teknik
Teknik Mesin
Mesin Konversi Energi
Pompa dan Kompresor