If I had found you sooner I'd be killing it in control systems. It's a shame that, at university, these topics are taught often by researches who begrudgingly teach. By the end of the quarter, only about a third of the students in my control system class were even attending lectures anymore. Thank you for putting videos like this on RU-vid.
The best video on this topic by far and I am not joking. I swear you can't imagine how much stress and time I spent on trying to understand but only your videos have finally managed to help me. Bless you
Very good video. I think it illustrates very clearly how to obtain the Nyquist diagram from Bode and clarifies several things along the way. It is also very easy to follow, even for someone who is not a native English speakers like me.
very very useful and informative video. all my doubts and queries are cleared watching this vid! hatsoff to John Rossiter for this awesome explanation :)
One of the best videos I-ve ever seen! beautiful voice, very clear explination, very nice how you go from easy things to hard things and explain SO WELL EVERYTHING!! THANX
Not sure if you forgot to mention or if I missed it but the plot he derives you need to reflect that about the real axis for the full Nyquist plot. Super helpful though here ive been trying to figure it out through Nyquest criteria and that is painful to say the least when all you want to determine is regions of stability...
+lorenz ed I had same problem also. check previous video for details. |G(jw)|=6/sqrt((w^2+1^2)*(w^2+3^2)). Then just put w=sqrt(3). enjoy. discard my older comment.
The frequency is omega, we define s=j*omega. Then s is defined, in this paticular example as s=sqrt(3)*j. When you calculate the gain and phase you exclude the j.