No joke, been freaking out about root locus for almost 3 weeks. You are amazing, this is the most simple explanation I've seen as of yet. Puts all the information I've gathered into focus. Thank you!
We had a final exam with my friend.We discovered you when we only have 1 hour up to the exam.Thanks to you it was good enough to understand quickly.And you helped us through that exam a lot.Thank you again.
Routh-Hurwitz stability criterion says that the first column in matrix should not have any sign change for a system to be stable. We want to know k so that the system is marginal stable. (Intersection with imaginary axis tells you for which value of k (k_max) is your system stable. If you go beyond k_max the system becomes unstable, throwing your poles in RHP). We dont want any sign change so we are choosing 0.
I really like how you went step by step and explained each step to its fullest. It was really easy to understand! Thank you so much!
You made this so much easier than any other person I've watched, thank you!
No joke, been freaking out about root locus for almost 3 weeks. You are amazing, this is the most simple explanation I've seen as of yet. Puts all the information I've gathered into focus. Thank you!
Thank you for your Root Locus examples! You simplified about 3 weeks of my teacher explaining it through zoom into one example
now I can go to bed. Thank You :)
Scratched my head for an entire semester over this!
Here: I got it in 18 minutes...
Good job!
We had a final exam with my friend.We discovered you when we only have 1 hour up to the exam.Thanks to you it was good enough to understand quickly.And you helped us through that exam a lot.Thank you again.
Thank you so much teaching us about the "The Root Locus Method". I found this video to be very helpful, well done!
u make it look so simple! Thanks!
Thank you for your amazing explanation. I finally understand how to draw root locus plots! :)
Love your work. You're a gem!
Thank you for this video. Very easy to understand. Keep up the good work!
You are a great teacher - Thank you very much
Awesome 🙏🙏
thanks a lot, you saved me from failing (i hope)😅
Very awesome!! Will actually pass control systems now :)
Thank you for making it easy and clear as my lecturer confused me but you clearly explained everything.
Amazing video! Thank you very much for the explanation :)
You're the best. Thank you!
how could we find overdamped, underdamped, crtically damped ranges on this example ?
Thanks for this tutorial...it has really helped me..
Thanks for this…new subscriber 👍🏽
Ohh man thanks a lot. really good explanation.hope you will upload more of these kinda videos.
thank you . im south korean students this material gives me lots of knowledges. ^.^
It was very clear and concise. Great video.
different from my professor but much more easy to understand! thanks a lot!
Thank you so much for explaining...
Brilliant video, don't understand how there could possibly be a dislike
the professor who didn't succeed to explain what she explained in 2 hrs
Excellent !!
Brilliant
have an online exam tomorrow this helped alot, i dnt know y my teacher are so bad at explaining simple stuff
amazing THANK YOU VERY MUCH !!
Thank you very much for this maam! Very helpful!
Wow u r good I believe thank u very much
Great explanation!
Thank you!
thank youu. great video!!
what about angle of departure and arrival? my teacher wants it by hand too
You are amazing!! ☺☺
KEEP THE GOOD WORK
Again Thank You ❤🔥
👋
thank you for this explain
then. i have question for how can i find k for the system
you are the best
Thanks girl! U r amazing ^_^
Thank you 🙏
Thank you❤️❤️ you are amazing 🥰
you are awesome
Thank you very much !!
You have saved me from suicide
Thank you so much
thank you so much
Why you are forcing a row of zero? when solving for K =60. can you clarify it for mea please?
Routh-Hurwitz stability criterion says that the first column in matrix should not have any sign change for a system to be stable. We want to know k so that the system is marginal stable. (Intersection with imaginary axis tells you for which value of k (k_max) is your system stable. If you go beyond k_max the system becomes unstable, throwing your poles in RHP). We dont want any sign change so we are choosing 0.
i dont see 11 (s) cubed. why is it in the top of the table?
Thank you u so amazing
thanks!
thanks a lot ^.^
Thank you can u replace my lecturer please :))
I wish my girlfriend was this smart 😆
Thank you
kisses from turkey we love you so much!!!!
Thanks mam ❤
thank you
can you tell us ho we can find sima without use calculation
sigma
harikasınız hanfendi
i love you :D
4:00 isn't that centroid ? poles-zeros/number of poles - number of zeros = centroid
Yes.
I wish I found you earlier
You can find in the next year if you can not pass exam do not be sad