Thank you so much sir. I didn't attended my college lectures as I was not understanding. I completed entire CS subject in 4 days by watching ur tutorials for gtu exam. Wish every college had a professor like u.🙏
when we add lag compensator in the forward path that means we add one zero and one pole. the pole is more close to the jw axis than the zero. so while calculating the centroid to make the root locus we can clearly see that the centroid must move to the right side (as compared to the centroid of the uncompensated system) because the formula of centroid is sumation(pole locations - zero locations) divided by (number of poles - number of zeroes) and here in adding the lag compensator we do not contribute anything to the number of poles - number of zeros term (as the number of pole and number of zero is equal) of the centroid formula but we contribute a positive term in the summation term. so the root locus branches move to the right side following the asymptotes. hence the closed loop system becomes less stable and takes more time to settle than the uncompensated system. Can anyone point out the mistake i am doing in the analysis? because its not going in hand with the conclusions in the video. thanks for reading.
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@@ramakrishnaletscrackgatean880 lag compensator pushes the gain crossover frequency to the left ------> low frequencies (it will become slower but have more phase margin.
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Thank you so much sir.
I didn't attended my college lectures as I was not understanding.
I completed entire CS subject in 4 days by watching ur tutorials for gtu exam.
Wish every college had a professor like u.🙏
Love and happiness of students is my ultimate goal, God bless you 🙏, keep learning and keep progressing.
Your all videos regarding control system is very good ☺️☺️👌👌👌👌👌
Very good explanation
when we add lag compensator in the forward path that means we add one zero and one pole. the pole is more close to the jw axis than the zero. so while calculating the centroid to make the root locus we can clearly see that the centroid must move to the right side (as compared to the centroid of the uncompensated system) because the formula of centroid is sumation(pole locations - zero locations) divided by (number of poles - number of zeroes) and here in adding the lag compensator we do not contribute anything to the number of poles - number of zeros term (as the number of pole and number of zero is equal) of the centroid formula but we contribute a positive term in the summation term. so the root locus branches move to the right side following the asymptotes. hence the closed loop system becomes less stable and takes more time to settle than the uncompensated system. Can anyone point out the mistake i am doing in the analysis? because its not going in hand with the conclusions in the video. thanks for reading.
Thank you Sir for these Videos
Большое спасибо.
Your Appreciations, care and share matters a lot to me. #EnginneringLove.
All the subjects playlist of Engineering Funda is available in comment section. Share it with your friends to support us.
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thank yopu sir
and special thanks to Mainsha
Your Appreciations, care and share matters a lot to me. #EnginneringLove.
All the subjects playlist of Engineering Funda is available in comment section. Share it with your friends to support us.
Your positive comments motivates me and person like me get boosted by my students feedback. Thanks and welcome 🙏
Thank you very much sir
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Tomorrow I'm having control exam in btech..
Best wishes from my side
peak overshoot increases, not decreases.
with lag compensation, overshoot is DECREASED because :
- slower response
- increase phase margin
@@KIMIRAIKKONE198N4 how phase margin is increased?
@@ramakrishnaletscrackgatean880
lag compensator pushes the gain crossover frequency to the left ------> low frequencies (it will become slower but have more phase margin.
so study kiddo
not increases stability yaar kya pada rahe ho
phle khud padh ke aa
@@leftover3857 recheck your knowledge and correct it, don't indulge in endless discussion (.....TUTU MAIMAI......). PLZ