The best video that clarifies the difference between all three types of damping. Show it to your students or give them the link and you do not need to speak a word. Great Job!
Great video. We have done tons of calculations and equations of all sorts, but this was the first time that I was able to actually relate and grasp the concept in proper 'real' sense. Thank you.
Critically Damped and Overdamped systems does not exhibit oscillatory behaviour. Therefore both 'look' same but critically damped system comes to rest in least possible time where as overdamped system (technically) takes infinite time. Only underdamped systems continue to oscillates with reduction in amplitude (and frequency) due to damping.
@@miffyn1737 No, it does not oscillate at all, but comes to rest o=in a longer time. Only under-damped oscillation oscillates around the mean position.
@@sharathnanjangud so critical damping is the system oscillate normally then stops, over damping is no oscillation and under damping oscillates with very small angular displacement. Right? Sorry I just learn this from today's lecture
Great video, particularly loved the collage at the end. The explanation on the wordpress site was very helpful also, yet I feel like mentioning it in the video, or putting some simple explanation into the video would have worked well; "Critically damped - returns to equilibrium in the shortest time possible with no oscillation", etc. A very minor criticism, this is a great video! Edit: capital letters/etc.
The form of equation (x(t)=Ae^(-bt/2m)cos(wt+φ)) looks like "increasing b will make time which takes to reach equilibrium shorter". Sadly my prediction was wrong like this video. I tried to explain why this make sense. but I can't because of cosine of complex number. (if b>sqrt(4mk), w becomes complex). At least in my thinking, size of complex cosine is bigger than 1. and this make the magnitude of x(t) bigger, right? I want to get answer of this question. plz... help me
An overdamped system should never reach equilibrium position (assuming it started at rest), even given an infinite amount of time. Are these overdamped oscillations? Are you certain that this system is harmonic?
+Eunice Yang u gotta watch the whole thing this vid shows everything both overdamping and critical damping doesnt oscillate critical damping is like a transition from underdamping to overdamping
This is the only video I could find that visually compares the three types of damping...good work!
I don't really understand, seriously, why not more people show physics and science that clear.
Is not that hard. I would if I would work on this.
ua-cam.com/video/0SCEDPSMXLc/v-deo.html
The best video that clarifies the difference between all three types of damping. Show it to your students or give them the link and you do not need to speak a word. Great Job!
Great video. We have done tons of calculations and equations of all sorts, but this was the first time that I was able to actually relate and grasp the concept in proper 'real' sense. Thank you.
Great video! Exemplifies the three types of damping. Extremely helpful for our students!
Critically Damped and Overdamped systems does not exhibit oscillatory behaviour. Therefore both 'look' same but critically damped system comes to rest in least possible time where as overdamped system (technically) takes infinite time.
Only underdamped systems continue to oscillates with reduction in amplitude (and frequency) due to damping.
you mean overdamped is nonstopped oscillation?
@@miffyn1737 No, it does not oscillate at all, but comes to rest o=in a longer time.
Only under-damped oscillation oscillates around the mean position.
@@sharathnanjangud so critical damping is the system oscillate normally then stops, over damping is no oscillation and under damping oscillates with very small angular displacement. Right? Sorry I just learn this from today's lecture
Very simple but very smart video
Great video, particularly loved the collage at the end. The explanation on the wordpress site was very helpful also, yet I feel like mentioning it in the video, or putting some simple explanation into the video would have worked well; "Critically damped - returns to equilibrium in the shortest time possible with no oscillation", etc.
A very minor criticism, this is a great video!
Edit: capital letters/etc.
Thank you for explaining why that was critically damped.
Shut the fuck up nerd
down horrendous
For that critically damped bussy
Let me guess them dings made you moist
Thank you so much!!! I was confused about the differences between different types of damping but now I understand them. Thanks again!
thanks for the video, seems like the only on youtube which compares the 3 damping types
This is the best video on this topic
Thanks sir
Explaining camperison b/w critically and overdamped oscillations
The visual comparison at the end is cool!
ua-cam.com/video/0SCEDPSMXLc/v-deo.html
BRAVO! PERFECT DEMONSTRATION!!!
Great video, very helpful for my final tomorrow!! Thank you
Satisfaction level 100%
shoutout to the one who handled the camera
Very Nice demonstration
Thank you so much sir.
So so helpful! Amazing demonstration
EXCELLENT VIDEO... THANKS BRO ( OR SIS)... MADE MY EXAM
ua-cam.com/video/0SCEDPSMXLc/v-deo.html
Great demonstrations! Thank you.
Excellent demo!
why does this happen if aluminum is non-magnetic?
great video, made me understand
clear demonstration. thanks for the video
This is SUCH A BEAUTIFUL VIDEO!
Thank you so much brother - my students will defo appreciate this, as do I.
Thank you! :) /subbed!
Wow w😄
How easily u have explained all this
Nice work
N thank u❤️😊
such a good demonstration - thanks!
Good work..very helpfull..expecting more videos that explains concepts this simple
very nice demonstration, thank you
Thank you for great experiment
Best video ever! Thanks! it helped a lot!
In under damper case , it's frequency gradually increasing?
Fantastic work!
Good Job!
Thank You! :)
this was really helpful thanks
Dude I see you everywhere
In anime videos when I was in 8th
and Physics demonstrations now that I'm in 12th
You had a meme sub right? r/Indianmaymays?
V. V. V Nice video to understand damping in practical. Tnx a lot.
nice video thanks a lot........ but what is optimally damped?
great work sir thank you
This is the video ... I will add the link and I will also add this UA-cam channel link... ?
Please consent?
Please review...
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ua-cam.com/video/99ZE2RGwqSM/v-deo.html
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Brilianttt
Time period is not changing but amplitude changed
wow.. great work man....
Thanks
Amazing helpful visual
I would've end up with nothing until I spotted this...
The form of equation (x(t)=Ae^(-bt/2m)cos(wt+φ)) looks like "increasing b will make time which takes to reach equilibrium shorter". Sadly my prediction was wrong like this video. I tried to explain why this make sense. but I can't because of cosine of complex number. (if b>sqrt(4mk), w becomes complex). At least in my thinking, size of complex cosine is bigger than 1. and this make the magnitude of x(t) bigger, right? I want to get answer of this question. plz... help me
How did u differentiate that at 2mm its critically damped and at 1.5mm its overdamped.Visually both looks the same.
syed tameem He recorded it. I'm assuming they used the frames that were determine when it came to rest.
special thanks
An overdamped system should never reach equilibrium position (assuming it started at rest), even given an infinite amount of time. Are these overdamped oscillations? Are you certain that this system is harmonic?
a lot of thanks
What a great video. thanks!
SO helpful thank you
Great work
What else can we use instead of aluminium block?
Thank you ...really helpful
At critical damping k=initial angular frequency
when distance is less why it is not oscillating ?
this was really helpful. thanks!
Good job xmdemo.....if done by you✌
Thanks!
great video !
thankyou
Thanks, great video! I found the wordpress explanations helpful too.
Beautiful!
here oscillation occurring n.... if you deflected about mean position..!
People who disliked didn't finish the video
that was amazing
Thank you, a very helpful vedio
Very nice
wow.. wonderful.. thanks
I guess critically damped is the point where you’re over-damped but with absolute minimum anti gravitational force from the magnet.
Amazing!
oh thank youuuuuuu
I love you man 💗
Wow amazing
really helpful ^_^ thank you.
Great minds
i didnt understand what is the difference between critically daped and over damped it seems the same foe me!
after i study for the exam, i came across that critically damped is when the body stops without osculations at fastest time possible.
Great
thank you :)
goooooooooood!
thaaaaaaaaaanks!
Nice
i am shocked
1 million likes
Wow
🙇♀️🙇♀️🙇♀️
niiiiiiiiice
My ears are bleeding
Actually, this is underdamped. Critical damping doesn't oscillate.
+Eunice Yang No the video showed from underdamped to critical to overdamped. You should watch it again.
+Eunice Yang u gotta watch the whole thing
this vid shows everything
both overdamping and critical damping doesnt oscillate
critical damping is like a transition from underdamping to overdamping
👌👌👌👌👌👌👌👍👍👍👍👍👍👍👍👍
wonderful ＠(￣-￣)＠
amazing!
Wow