Комментарии:
How to animate the equation? What software you do it?
ОтветитьExcelente explicación y representación.
ОтветитьWhat you said seems incorrect, the streamline on the upper and lower surfaces of the wing is not the same streamline. So, it seems that the Bernoulli equation cannot be directly used to compare the pressure on the upper and lower surfaces.
ОтветитьHeavens V2 =V1 Efficient Oscillations pressure velocity width weight energy fluid velocity bp nfwnf:
ОтветитьIf you can understand this explanation you didn't need an explanation
Ответить👍👍👍
ОтветитьI didn't understand in minute seven how the static pressure of the fluid was determined.
ОтветитьBernoulli eq ia just energy conservation... and 13 min is a time waste
ОтветитьSuggestion: apply this equation to Titan implosion.
ОтветитьI love the background music alot!!!
Ответитьi am Chemical Engineer i would that you are good teacher you explain in simple words and animation helps the most
ОтветитьThis video is WAY BETTER (in my opinion) than some high standard textbooks ! This is really a great job ! Thank you !
ОтветитьThe lift stuff is false. Lift comes from air particles hitting the bottom of the wing and being deflected, transferring momentum to the wing and pushing wing up. There is no principle that says the air on the top of the wing moves faster than on the bottom, because that assumes the same particles need to meet back up at the trailing edge of the wing, and they don’t.
Ответитьഒരുപാട് നന്ദി 🥀
ОтветитьI'm pretty sure, that you got the assumptions wrong. The flow has to be barotropic, not incompressible.
ОтветитьLove the simplicity and clarity of this explanation! 👍🏼
I watched it as a refresher for my job.
It actually makes me want to whip out the old Fluids book! 😂
Can you make a vid on pump - physics and engineer. How they work and how to size the pumps?
Ответитьporcodio
ОтветитьAlso angular velocity (w) should be zero of fluid for applying Bernoulli's theorem
You forgot to mention that
I really love this channel
ОтветитьBut when we reduce the area of hose pipe at the open end the pressure increases instead of decreasing
Please explain
can anyone please help me in understanding how will pressure decrease if velocity increases physically, mathematically i can understand this inverse proportionality.
Ответитьthis indiany accent really anoyes me ,i hate it
ОтветитьNot a capital letter (V) for velocity, but v.
ОтветитьPlease. What software you used to make those animation
ОтветитьJust waw! 🤯
Ответить“If you want real kick, you go Bernoulli” - Pops Racer, 2008
ОтветитьOK, so Bernoulli"s Equation says that lift is generated when higher velocity air travels over a wing, causing lower pressure over the top surface. However, how does an airplane fly level upside down?
ОтветитьHow would this relate to a ship on the water? Does the faster the ship/boat go, the lower the pressure under the hull?
What about in relation to the bank as a ship gets close to the bank?
So refreshing to see this type of content. Thanks for helping me understand this in depth
Ответитьgreat explanation !!!
Ответитьgood video
ОтветитьThe way I understand the pressure drop in a constriction is that the constriction provides a filter for particle velocity direction which reduces the random components which contribute to static pressure. This filtering also, even more so, reduces components in the opposite direction of the net flow, increasing the net flow.
ОтветитьCan you please explain about water hammer in pump as well as turbine case with animation that is easy to under stand the hydraulic gradient and energy gradient with respect ot time and change of velocity and momentum it is my kind request
ОтветитьStunning graphics 💛💛
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