By far the best illustration I'd watch! Will you be doing for other mechanics as well? Like Thermodynamics, Heat and Mass Transfer, Statics and Dynamics, Solid :D :D :D :D
At minute 3:58, did you apply mean value theorem? if not, on the other hand, just to be quite rigorous with the definition of derivative, shouldn't you apply the limit to that change in velocity "u" (speed) respect to change in "y" as delta of "y" tends to zero? or are we talking about approximations here?
Sir, as we know stress is an internal resistance to the applied force, so how can we say "applied stress", when it's being induced due to external force?
if you were my lecturer, I will NEVER skip the class. You save my grade man.
But with the videos, would you ever need to come to class? :)
@@CPPMechEngTutorials As her classmate, i am pretty sure that she will still SKIP the lectures.
@@kaholee5459 Uh oh, it looks like a TH-cam battle might be starting.
@@kaholee5459 Hahahaha!
My brain cells are saying "I loved and enjoyed very much while learning from a qualified video!" Education method is important. Go on man!
Your brain cells are correct.
simple ,short, and clear . Thank u
Glad it helped.
Best ever video on Viscosity.thank you.
We're glad you found the video useful.
Every mechanical engineer should come to see your videos after calculus classes.
My teacher needs this video. Awesome!! Thank you very much.
Feel free to share the link.
By far the best illustration I'd watch! Will you be doing for other mechanics as well? Like Thermodynamics, Heat and Mass Transfer, Statics and Dynamics, Solid :D :D :D :D
Love your channel! You've been so helpful, it's unbelievable! Thank you very much, sir!
Thanks! More fluids videos will be uploaded in the next couple months. It takes a while to make them.
At minute 3:58, did you apply mean value theorem? if not, on the other hand, just to be quite rigorous with the definition of derivative, shouldn't you apply the limit to that change in velocity "u" (speed) respect to change in "y" as delta of "y" tends to zero? or are we talking about approximations here?
awesome effort. Helped a lot. Thank You.
+Robin Pamnani Glad it helped. Many more fluid mechanics videos will be coming soon.
You're a legend.
Excellent content on this channel! Thank you very much.
+t h Thanks! Stay tuned for even more content.
Very Good explanation, exact and simple, i also liked how you ordered it, well done helped me a lot, ty.
Hooray!
Wow. Thank you sir for this wonderful knowledge.
Sir, as we know stress is an internal resistance to the applied force, so how can we say "applied stress", when it's being induced due to external force?
only 8 mins , but every sec counted! thanks!
Ginagawa mo