Potential Flow Theory Introduction (Essentials of Fluid Mechanics)

[@omarespino964]

EXCELLENT and GREAT video. I wish I had this CLEAR and SIMPLE explanation to this complex subject of fluid mechanics in my past university years as a M.E. student. Thank you! And keep up your great work.

[@chienliu6000]

Well explain. Super clear! This video is underrated

[@Magicus1]

You should link the next portions of this video to the comments below! Nice explanation; this can be used to establish the assumptions for Transport Phenomena and Fluid Mechanics courses during exams.

[@willm6598]

Thank You ! I can't believe it is this hard to find an explanaiton of what velocity potential is

[@ajaydeshmukh8203]

You are a life saver brother...

[@denizcakar8285]

Your Explanation is so easy that i decided to solve Navier Stokes Equations 😂.

[@MrDemonhell1000]

how do they get the simple flow stream function? any derivation might help

[@TheTalmon18]

I don't think you showed that it is incompressible--only that it is equal to the laplace equation. I think it's because the Potential Flow comes from a complex analytic function (which means real & imaginary parts are harmonic), thus establishing the 0 equality

[@RichardBrautigan2]

if a flow is ideal, there is no friction. Hence, the net torque on an object is zero. torque = integral(v.dr). This quantity is zero if and only if v is gradient of a velocity potential so v = del(phi). In real case, for instance, for fully developed flow this is not possible. You cannot get a fully develop flow from gradient of any scalar. You can try yourself.

[@muhammadmushtaq1018]

Nice presentation of the potential flow

[@hamzaajana8250]

what a f**ing genius mate

[@anhaihanane7804]

the richard Feynman hates them got me 😂😂😂😂

[@samirpashayev5946]

nice vid! short, to the point and easy to get understand.

[@zeeonee3471]

Pls what's the best textbook for this topic

[@victormbebe3797]

very nice

[@2fbDJLL]

He never said what a potential flow is!!!

[@simhadivya237]

what is that scalar function "fi"

[@RichardBrautigan2]

fi can be anything. Let it be x^2*y+5z

[@shubhamarya229]

@@RichardBrautigan2 but how would you evaluate that velocity potential function practically

[@aliagree8448]

Perfect

[@neerajmishra4682]

what is difference between ideal and potential flow why give ddifferent name please give reply with reasons

[@parvcool]

The key difference is Viscosity!

[@victormbebe3797]

uau. amazing

[@zzbb5641]

thank you

[@MRTBpatrick]

scotlaaand

[@กิตติพลขาวงาม]

MR.kittipon khaongam