Von Karman Momentum integral equation

[@natarajanm7181]

it was very interesting and easy way you have explained sir thank you very much this is from a AMIE SECTION B student

[@sudiptisharma7904]

Thanks for easy understanding

[@rohitkumarsaw5358]

wonderfull explaination in short and simple

[@pradeeprockguitar]

Thank you sir... Beautifully explained

[@Candleowen]

Beautifully done. Thank You.

[@orugantivbsastry6010]

Sir I am sastry Section B fluid mechanic write Amie 2020 exam wait prepare Thanksyou sir

[@hrishikeshdhende101]

Hello Sir, The explanation was fantastic. Expect for one correction (correct me if I'm wrong). The shear force(or stress) that you considered is actually the force ON FLUID since the momentum change is of fluid. For the force ON PLATE, a (-ve) sign needs to be multiplied. Hence in the final equation that (-ve) sign won't occur if we say that the shear stress is ON PLATE. Thanks.

[@Dr.AmitMandal]

It is correct in either ways...

[@hrishikeshdhende101]

@@Dr.AmitMandal Sure Sir. The value of force will remain same. Only the direction of force will be reversed.

[@dhaval1131]

Great...easy to understand

[@DMusic-kn7nj]

Katarnak..... Please keep continue

[@pragyabrattripathi6278]

Sir why, when the fluid moves along the plate its velocity continues reducing plzz explain briefly..

[@Dr.AmitMandal]

check out my lecture in boundary layer flow...

[@roshanrewane7125]

Best👍🏻

[@nikhilpandey8423]

Great effort....

[@saikirannm6194]

Super explanation sir

[@sesangse]

Question, entering face includes U velocity & upper face includes u velocity. Futhermore, u is a function of x-location also, in other words, entering velocity is not same as that of exit velocity, entering u != exit u. There must be presumptions.

[@bijoybasumataryy8870]

Real God