@265HITMAN265 If the pace is too slow (yes, I know I talk slowly), you might try playing it back at a higher speed. RUclips has an experimental feature to do this. Google youtube playback speed to find information.
plz tell me the next parts of the video related to the feedback control system and root locus is my body here to mention me where I will get the series of lecture @Darryl Morrell kindly
No, it is more complicated than that. The overall transfer function H(s) relates the Laplace transform of an input signal (X(s) and x(t)) to the Laplace transform of an output signal (Y(s) and (y(t)) as follows: Y(s) = H(s)X(s). So to find the time-domain output y(t) from a time-domain input x(t), you compute the Laplace transform X(s), multiply by H(s) to get Y(s), then take the inverse Laplace transform to get the output y(t).
So in other words X(s) is the output you **want** and Y(s) is the output you actually **get.** I would have thought the error would be Y(s) - X (s), but evidently there's an order rule in control-system mathematics I'm not aware of here. (Am teaching self at home to try to understand some old books I bought, so please excuse silly questions.)
It's obviously been FIVE whole years but thank you for this comment! After watching all of his videos on poles and stability it took me a minute to realize X(S) is desired output as opposed to simply any plain old input
its okay! I still respect you as an independent academic
Me too haha
Just about to say this xD
me too, lol
even more
the best English version I could find!
2020 here, thanks for the video. Helped me understand the basic steps of each part of the diagram
Thanks, this is very helpful, for someone like me who skipped this in undergrad.
@265HITMAN265 If the pace is too slow (yes, I know I talk slowly), you might try playing it back at a higher speed. RUclips has an experimental feature to do this. Google youtube playback speed to find information.
great explanation Darryl keep up the good work!
@265HITMAN265 You can use youtube-dl and VLC for variable playback speed.
plz tell me the next parts of the video related to the feedback control system and root locus is my body here to mention me where I will get the series of lecture @Darryl Morrell kindly
No, it is more complicated than that. The overall transfer function H(s) relates the Laplace transform of an input signal (X(s) and x(t)) to the Laplace transform of an output signal (Y(s) and (y(t)) as follows: Y(s) = H(s)X(s). So to find the time-domain output y(t) from a time-domain input x(t), you compute the Laplace transform X(s), multiply by H(s) to get Y(s), then take the inverse Laplace transform to get the output y(t).
Awesome! Very helpful.
So in other words X(s) is the output you **want** and Y(s) is the output you actually **get.** I would have thought the error would be Y(s) - X (s), but evidently there's an order rule in control-system mathematics I'm not aware of here. (Am teaching self at home to try to understand some old books I bought, so please excuse silly questions.)
It's obviously been FIVE whole years but thank you for this comment! After watching all of his videos on poles and stability it took me a minute to realize X(S) is desired output as opposed to simply any plain old input
Thanks for video.Good job
it helps a lot thank you!
ohh this isn't guitar feedback (just realizes half way through video) Cya, Nice lesson though, learned quite abit
thanks for video!
I love your voice
If any one watch this video in 2022 say hi 😎
now do it in state space form haha
Worst place to learned it is in Wikipedia manipulated lesson
you know there is something called editing use that lol
zzzzzzzzzzzzz
if ur too smart for this maybe u shouldnt watch it