After receiving lots of comments complaining about the music (which I, unfortunately, thought was appropriate for the topic) I created and posted a version of the same movie but without the bagpipe music in the background => ua-cam.com/video/CjJVBvDNxcE/v-deo.html
***** I apologize . . . I thought the soundtrack was appropriate, but it is quite obvious that most other viewers do not agree. I have posted another version (ua-cam.com/video/CjJVBvDNxcE/v-deo.html) minus the bagpipe music.
A V Actually that is incorrect. The coupled motion is a completely separate type of oscillatory behavior involving the exchange of energy between the two parts of a system. It is not a superposition of the two normal modes of oscillation.
A V is right. The coupled motion is indeed a superposition of both modes of oscillation. There are no more degrees of freedom for the system than those two and everything else can be described as a superposition of the two. This is just why those eigenmodes are so significant, in all of physics at the quantum level.
+ Fid Rewe. The coupled motion is NOT a superposition of the two modes of oscillation. It arises from a completely different set of initial conditions. The coupled motion is a completely separate type of oscillatory behavior involving the exchange of energy between the two parts of a system. It is not a superposition of the two normal modes of oscillation
I thought the soundtrack was appropriate, but it is quite obvious that most other viewers do not agree. If you notice text explaining the video, I have posted another version (ua-cam.com/video/CjJVBvDNxcE/v-deo.html) minus the bagpipe music.
It seems that the vibration energy oscillates from one pendulum to the other. I was wondering if this energy is "physic" or "virtual". Suppose that beat frequency is 1 Hz; Would it be possible to use this oscillation for exciting a mode with a resonant frequency equal to 1Hz?
![[DEMONSTRATION] - Coupled Oscillators](/img/n.gif)
nice demonstration with worst background music :D
After receiving lots of comments complaining about the music (which I, unfortunately, thought was appropriate for the topic) I created and posted a version of the same movie but without the bagpipe music in the background => ua-cam.com/video/CjJVBvDNxcE/v-deo.html
Best suited soundtrack. Regards
Gosh that is one of the worst things that has ever happened to my ears!
***** I apologize . . . I thought the soundtrack was appropriate, but it is quite obvious that most other viewers do not agree. I have posted another version (ua-cam.com/video/CjJVBvDNxcE/v-deo.html) minus the bagpipe music.
Cool demo! I was reading about neutrino oscillation and found myself here.
More bagpipes please
i like the music too.
The last motion is a superposition of the first two :)
A V Actually that is incorrect. The coupled motion is a completely separate type of oscillatory behavior involving the exchange of energy between the two parts of a system. It is not a superposition of the two normal modes of oscillation.
A V is right. The coupled motion is indeed a superposition of both modes of oscillation. There are no more degrees of freedom for the system than those two and everything else can be described as a superposition of the two. This is just why those eigenmodes are so significant, in all of physics at the quantum level.
+ Fid Rewe. The coupled motion is NOT a superposition of the two modes of oscillation. It arises from a completely different set of initial conditions. The coupled motion is a completely separate type of oscillatory behavior involving the exchange of energy between the two parts of a system. It is not a superposition of the two normal modes of oscillation
Terrible soundtrack, but great video.
there is a noise in video. please reduce it. so that I can hear your voice.
I thought the soundtrack was appropriate, but it is quite obvious that most other viewers do not agree. If you notice text explaining the video, I have posted another version (ua-cam.com/video/CjJVBvDNxcE/v-deo.html) minus the bagpipe music.
Excellent...!!
I actually think the music is pretty fun!
Great soundtrack! Nice demonstration too
I was born in Scotland but that bloody music!? Good video though :)
The music is quite good.. :)
It seems that the vibration energy oscillates from one pendulum to the other. I was wondering if this energy is "physic" or "virtual". Suppose that beat frequency is 1 Hz; Would it be possible to use this oscillation for exciting a mode with a resonant frequency equal to 1Hz?