Fluid Viscosity And Shear Stresses Animation

[@HardworkVsTalent_YSB]

the simplicity of this is beyond words thanks a million times

[@abdurrahmanekramahmed3209]

this video was so beneficial to me, I've been looking for a video that explains these concept the great way u did here, so really thank u very much

[@NiLTime]

oh! Glad to hear that ^^. Also Thank you for your precious comment

[@abdelrahmansalah6451]

before it i thought that the shear stress is the force that push the fluid but know after i get it's developed resistance it makes my happy and understood fully this concept thank you so mush for that

[@NiLTime]

Ahh glad to hear that.. welcome friend and enjoy reading ^^

[@Metal_Icarus]

The effect of the velocity gradient between two parallel planes immersed in fluid is important and has dramatic implications. Rotating bodies that trigger a sensor in particular.

[@saraism4557]

The last figure represents the relationship between the stress ( T) and deformation rate which has to be ( dB/ dT). However it shows the gradient velocity ( du/dy).

[@kentw3137]

my professor didnt prove this at all, thx you for ur video, it help alot

[@NiLTime]

wlc buddy ... glad you enjoy video :)

[@AdnanShaikh-zr5md]

THIS MADE ME UNDERSTAND SO EASILY...!I'VE ALSO WATCHED UR OTHER VIDEOS AND IT HELPED A LOT..👏👏😃

[@NiLTime]

Aww glad to geal that. ^^

[@JR.ER777]

Took me 3 to 4 days to understand, But i understand ❤❤🎉🎉 thanks buddy

[@siliconvalley3271]

Nice explanation 💯💯 Very clear tq....🥰🥰

[@user-hv2nm2lm4i]

Subsribed. Thank you for the great animation and explanation

[@haythamomar3647]

that was really good, keep offering such videoes plz

[@المهندسطلعت-ج3ع]

Grat informations and illustration to understanding fluid behavior, thanks 😊

[@godfred8618]

Amazing profile picture and amazing video

[@captainamericawhyso5917]

i think there's a mistake at 3:30, i don't think that the velocity varies linearly rather the velocity gradient. The velocity profile is not linear but parabolic, so velocity couldn't possibly have linear relationship with distance "l". Right?

[@heroess4766]

perfect explanation

[@SyedaMehakfatimazaidi]

very well explained.

[@mrslave41]

4:55 "dβ~tanβ" wrong. dβ~tan(dβ).

[@colourfull3277]

Nice....

[@jhanolaer8286]

its not a half of parabolic?

[@NiLTime]

Nope. Its Due to movement of upper plate. XD

[@jhanolaer8286]

@@NiLTime Okey, so the interval of each layers something like this sqrt((depth/cos(θ))^2-depth^2)

[@NiLTime]

@@jhanolaer8286 you can use pythagorean theorem ;) ... as the velocity profile is a triangle here .. The velocity profile depends on the source it flows ... for pipe and laminar flow .. the profile would be parabolic . XD

[@gopiacs2184]

Always nice But I personally request you to slowdown a bit It's needs to be more clear Animations are awesome no doubt I. That Thanks

[@NiLTime]

Thank you you your suggestion ^^ . Next time I shall try my best. enjoy reading.

[@ellyvatedaf]

I think its already slow enough as it is. If its too fast, I just pause and have a think to consolidate the concepts before moving on

[@siddharthbhopatrao5861]

Thank you Very much!

[@NiLTime]

Welcome ^^

[@milena1950]

I came for the profile picture +content

[@NiLTime]

damnn Itachi!!!

[@omarrefe460]

great

[@RajeshKumar-lq7zl]

Do more videos bro

[@NiLTime]

sure :)

[@RajeshKumar-lq7zl]

Hi bro . how are you doing

[@ahmadazab7853]

ty

[@mhmdrbat3936]

Ducking he'll, that is so simple

[@NiLTime]

Glad you like ^^

[@falcon5860]

her voice is scary

[@NiLTime]

haha you think so?? ^^

[@falcon5860]

@@NiLTime yeahh 😵