The main point is that only the vertical distance matters when determining pressure changes in manometers. Inclined tube manometers usually have distance markings along the length of the tube, so whomever designs the tubes will have to account for this.
pressure only changes due to change in elevation. "h_2" is given which is the elevation change from C to D. Now, from point D to E we do not know the elevation change but we do have the length the fluid travels, "L" and the angle "theta" and using trigonometry we can find the vertical distance from point D to E.
You're the best sir.
Loud and clear ❤😊
Thank you very much! The method used to solve this problem is very elegant!
Helpful in understanding the concept, really appreciable
How do I get the sin instead of cos for this
useful for civil engineers too. thank you
Can you cite wherever you got this from so that I can put this in my report? Thanks
you are a legend
Well, that's true.
that was clearly done, i enjoyed the video
Thanks!
You solved my problem. Thank you 👊
Beautifully done.
Thanks!
great sir.....thanks too much...
You're welcome.
really helpful
Glad it helped.
thanks well explained
I still don't understand why didnt you treat the distance from C to D the same way as from D to E? Its inclined too right? Pls help me
Great video btw
The main point is that only the vertical distance matters when determining pressure changes in manometers. Inclined tube manometers usually have distance markings along the length of the tube, so whomever designs the tubes will have to account for this.
pressure only changes due to change in elevation. "h_2" is given which is the elevation change from C to D. Now, from point D to E we do not know the elevation change but we do have the length the fluid travels, "L" and the angle "theta" and using trigonometry we can find the vertical distance from point D to E.
I think the problem he has copied from is showing the vertical distance. in my case, it is 3 inches on both ends.
that was super useful
Hooray!
thank you very much
TY!
Good explanation...#AMU...
Thanks
Beautiful
Good explanation
Thanks
thanks sir....
:)
No thick Indian accent ? That's a pleasant surprise 😂
Would you like us to change the narrator?
pure racism mate, I am indian and I feel ashamed