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This video is pure gold, you gave me everything I needed in the most understandable way
I agree with you thats really the most useful and amazing video i could ever find, i was nearly going crazy
The best video related to blasius equation...gone through many videos but this is best out of all
Thanks for deriving v all the way!
How did blasius find out that similarity parameter has that form?
Dimensional analysis
So helpful! Thank you!
Really excellent lecture . Thank you so much
ummm shouldn't g(n) = (T-Ts/Ts-Tinfinity) ? I'm referring to 13:17, otherwise the boundary conditions won't work at 15:43. Unless I'm missing something here.
seems like BC is wrong. g( n = 0) = 1, g(n -> inf) = 0
Awesome lecture!
Where did the "y" go in your d(eta)/dx term? 8:38
part of [1/(2x)] * eta, since eta = y * sqrt (U/nu * x)
I bet you left it for us to derive at 6:13 cuz you dont know how to do it
This video is pure gold, you gave me everything I needed in the most understandable way
I agree with you thats really the most useful and amazing video i could ever find, i was nearly going crazy
The best video related to blasius equation...gone through many videos but this is best out of all
Thanks for deriving v all the way!
How did blasius find out that similarity parameter has that form?
Dimensional analysis
So helpful! Thank you!
Really excellent lecture . Thank you so much
ummm shouldn't g(n) = (T-Ts/Ts-Tinfinity) ? I'm referring to 13:17, otherwise the boundary conditions won't work at 15:43. Unless I'm missing something here.
seems like BC is wrong.
g( n = 0) = 1, g(n -> inf) = 0
Awesome lecture!
Where did the "y" go in your d(eta)/dx term? 8:38
part of [1/(2x)] * eta, since eta = y * sqrt (U/nu * x)
I bet you left it for us to derive at 6:13 cuz you dont know how to do it