Beautifully presented video! What program do you use for it? And I have a couple of observations: 1. the mathematical expression for Prandtl number is (mu*Cp)/k, not (mu*Cp)/rho. 2. the 'note' says that the rate of transport of a property is inversely correlated to its boundary layer thickness, but it is the other way 'round.
@@StudySessionYT woah, this is so encouraging. Thanks! :D And what program do you use to present those blackboard drawings? P. S. Your video helped me TONS when I was having difficulties with some advanced concepts. Keep making these videos! :D
@@shankhariswaminathan7477 I’m glad you find the videos helpful I really enjoy making them! And I use GoodNotes 5 on my iPad and then speed it up in DaVinci Resolve!
I thought it would never be the case that the thermal conditions are fully developed and hydrodynamic conditions are developing. Since the temperature distribution depends on the velocity distribution.
At 0.38 there is an error in the formula for Prandtl number. You wrote the final result is (heat capacitance*dynamic viscosity/density) when it should be (heat capacitance*dynamic viscosity/conductive heat transfer coefficient) (cp*u/p) when it should be (cp*u/k) - The k is what it should be. Good video otherwise.
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I can understand his English omg thank you!!!
I liked the way you presented, as well as your description.
I’m glad you found the video helpful Jadeja! Thanks for watching!
Beautifully presented video! What program do you use for it?
And I have a couple of observations:
1. the mathematical expression for Prandtl number is (mu*Cp)/k, not (mu*Cp)/rho.
2. the 'note' says that the rate of transport of a property is inversely correlated to its boundary layer thickness, but it is the other way 'round.
Great catch Shankhari! I have pinned your comment to the top so other students can view your contribution!
@@StudySessionYT woah, this is so encouraging. Thanks! :D
And what program do you use to present those blackboard drawings?
P. S. Your video helped me TONS when I was having difficulties with some advanced concepts. Keep making these videos! :D
@@shankhariswaminathan7477 I’m glad you find the videos helpful I really enjoy making them! And I use GoodNotes 5 on my iPad and then speed it up in DaVinci Resolve!
marvellous work done!!!
you are wrong, the figure on the top of blackboard is Pr>1, and the blue line still over the red line. it is very confused me.
Great job
Thanks for the kind words Shady!
I thought it would never be the case that the thermal conditions are fully developed and hydrodynamic conditions are developing. Since the temperature distribution depends on the velocity distribution.
At 0.38 there is an error in the formula for Prandtl number. You wrote the final result is (heat capacitance*dynamic viscosity/density) when it should be (heat capacitance*dynamic viscosity/conductive heat transfer coefficient) (cp*u/p) when it should be (cp*u/k) - The k is what it should be.
Good video otherwise.
Oh just saw that Shankhari already said that.
@@benportz2145 yes the errors have been appended in the pinned comment by Shankhari like you said, but great catch as well!
Graphs are wrong
before uploading videos plz double check ...
Great video