Absolutely beautiful! From the chaos of the previous video you point out how physics and maths can treat us with unlikely pieces of logic and pattern within the chaos... With every new video I watch of yours I gain a deeper love and respect for physics. Thank you sir and please do not stop any time soon!😁
Thankful😌🙏🙏... Fir you great explanation.. I am very glad for this. .. And sir, respectfully I am talking you that please make more videos upon irodov problem. Thanks🙏❤❤
Dear sir, as you have shown in the last simulation that in the second normal mode where pendulums were oscillating out of phase. In the normal mode equations, it can be seen that the second pendulum had the amplitude -(2)^1/2 times the amplitude of the first one. But in simulation, however, it was observed that the first one has a greater amplitude than the second pendulum. Can you resolve this paradox! Please help me out, sir. TIA
Sir i have a question. Does this normal coordinates analysis is only valid for complex and coupled oscillator systems executing small angle oscillations? If we have not done the small angle approximation earlier then can we find this normal coordinates? Thanks for clearing my doubt on normal coordinates and normal frequencies
For double pendulum or coupled pendulum, we need to assume small angle approximations. Not necessary for other coupled systems like spring mass systems etc
This one is so goood, my project of msc is on coupled oscillation and I'm having problem at antisymmetric mode. The graph is not exactly out of phase. Sir, please can you help?
Sadly I see another one bright mind who forgets to do a link between results and the obvious intuitive logic behind the scene, situation that could be avoided by a simple thought experiment made in the very first place... I suppose that Feynman wouldn't be so happy seeing what's going on lately among young physicists. Yet, you're going to become a great mathematician which is not bad at all. So, keep up the good work!
Actually its quite the opposite. Who says you need Feynman's blessing for everything. The scientific method has its own flaws as our imagination is limited by our intuition. Good work and great math, physics and explanation.
So, that was the double pendulum. Next up - COUPLED PENDULUM :D
ruclips.net/video/M-hLBxx7MeE/видео.html
Absolutely beautiful! From the chaos of the previous video you point out how physics and maths can treat us with unlikely pieces of logic and pattern within the chaos...
With every new video I watch of yours I gain a deeper love and respect for physics. Thank you sir and please do not stop any time soon!😁
Now I find a gem in RUclips. Thanku sir for uploading this video.
Another beautiful presentation. This is really good stuff. Thanks.
Yes !!! Please make more videos .... Just the algorithm wants more videos .......... Your knowledge deserved a million subs
The explanation and demonstration of the normal modes of a coupled oscillator was really wonderful, thanks
Thank Sir
Best teaching experience
Happy to see you again
Thanks, This video really help me out.
Your English is excellent. Thank you for not doing what many of your countrymen do, which is to provide these lectures in Tamil or Hindi.
Shut your fukin mouth! Idiot! Learn Hindi or Tamil!
Happy to see you sir .wlkm back
Lovely sir full respect for you
Really you are the best physicist sir 😊🙏🙏
Thx for feel physics is love and logical.
Sir a series on quantum chromodynamics please
Thankful😌🙏🙏... Fir you great explanation.. I am very glad for this.
.. And sir, respectfully I am talking you that please make more videos upon irodov problem. Thanks🙏❤❤
Awesome. Though i wish u had included normalization condition as well
Very helpful, thank you :)
Great video!
can you share solution if we don't assume small angle approximation
sir, what software do use to make this programm??
Dear sir, as you have shown in the last simulation that in the second normal mode where pendulums were oscillating out of phase. In the normal mode equations, it can be seen that the second pendulum had the amplitude -(2)^1/2 times the amplitude of the first one. But in simulation, however, it was observed that the first one has a greater amplitude than the second pendulum. Can you resolve this paradox! Please help me out, sir.
TIA
good vdeo!
Sir i have a question. Does this normal coordinates analysis is only valid for complex and coupled oscillator systems executing small angle oscillations? If we have not done the small angle approximation earlier then can we find this normal coordinates? Thanks for clearing my doubt on normal coordinates and normal frequencies
For double pendulum or coupled pendulum, we need to assume small angle approximations. Not necessary for other coupled systems like spring mass systems etc
Awsome
This one is so goood, my project of msc is on coupled oscillation and I'm having problem at antisymmetric mode. The graph is not exactly out of phase. Sir, please can you help?
cen i get the mathlab coding?
Sir can u make a video for n coupled pendulum
ruclips.net/video/M-hLBxx7MeE/видео.html
Sadly I see another one bright mind who forgets to do a link between results and the obvious intuitive logic behind the scene, situation that could be avoided by a simple thought experiment made in the very first place... I suppose that Feynman wouldn't be so happy seeing what's going on lately among young physicists. Yet, you're going to become a great mathematician which is not bad at all. So, keep up the good work!
Would you pls elaborate?
Actually its quite the opposite. Who says you need Feynman's blessing for everything. The scientific method has its own flaws as our imagination is limited by our intuition. Good work and great math, physics and explanation.
Thanksgiving