Recap of Root Locus Diagrams

[@patmula9504]

If I pass my control systems exams I'm adding you in ny final year acknowledgements

[@epicwhaleburger]

Thank you for your help, hope you keep uploading! You explain concepts very well, much better than most of my professors (especially my signals professor)

[@parasamin5550]

More people need to see these videos, amazing explanation of concepts and detailed problems, thank you so much!

[@nicholasshutt5078]

Your videos are very helpful. This channel should have 50k+ subscribers.

[@KIMIRAIKKONE198N4]

1/root locus exists to the left of an odd number of zero/pole 2/ angle of departure / arrival

[@theryderproject5053]

I think your first point is captured in Steps 2 & 3 of the method presented. You are right though that angle of departure and arrival is not explicitly discussed here.

[@Anthony-kt4pr]

Thank you so much for the time and effort you put into your videos! They're clearly so helpful to so many people! I am wondering tho, how do you use your formula to find the breakaway points when you have complex poles? I've been using the [N(s)D'(s)-N'(s)D(s)]=0 where n is the numerator and d is the denominator and solving for s tells you the points in where they breakaway/in. Kindest regards

[@ianmi4i727]

Easier than Nyquist/Nichols plots, so it's not bad idea to let computers do the extremely hard work. :)

[@mahmoudelhaddadin2451]

Thank you!

[@AJ-et3vf]

Very nice and helpful lectures maam. Thank you!

[@boblamb9213]

Please show us how to do Nyquist. Since uni is online, I should be paying you 12K a year instead of my unio

[@xursssulaxx]

what if your transfer function has a time delay

[@senalshamika9426]

Hi, can I know what happens if the number of poles and zeros are equal. Such as ((s+3)(s+4))/((s+1)(s+2)).

[@berkeryilmaz3056]

no infinite poles or zeros will be added to the system I think. So no asymptodes?

[@Team5MP]

hi good evening, how did you work out the B.away and B.in point. I mean manual solution. thanks in advance

[@theryderproject5053]

Hi. The equation is given in step 5 of the process (around 6:30). If you want to see it applied, check out the example videos.