Root Locus Technique Problem 2 - Root Locus Technique - Control Systems

Subject - Control Systems
Video Name - Root Locus Technique Problem 2
Chapter - Root Locus Technique
Faculty - Prof. Kavita Tambe
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[@venkudeshpande1383]

What about the angle of departure? It's not calculated and applied since we are having complex poles, we need to determine angle of departure.

[@ritamallick6449]

I think some parts she's not clear herself and teaching anyways. Please don't upload in such way, makes us even more confused.

[@Vaibhav_20074]

For example - no.of.branches = no.of.poles-no.of.zeros

[@clementifeanyi5968]

​@@Vaibhav_20074This is wrong sir. It is : no of branches = max (p, z) since p > z => no of branches = p = 2 for this problem. If p

[@stanislausphilip2906]

Thank you

[@venkatprasad2566]

How to get the roots of characteristics equation plz tell me

[@ee-202ashok2]

Departure formula wrong 180 minus 90 plus 55 is correct but u said minus mam

[@DineshYadav-hc6qk]

How u can get centroid in right side of the half plane it's totally wrong don't teach wrong

[@anishkhanal3946]

This is nonsens

[@stanislausphilip2906]

You didn't sketch the asymptote

[@sandhyasandy9269]

it's not correct completely wrong

[@helpersblasters6089]

Wrong breakaway point

[@dhanuyadav5837]

Mam in this problem lo centroid ledha

[@abhaypratapsingh4240]

Mam Hindi me padhayakaro

[@stylish_raam]

Waste my time !

[@predator_889]

Its not breakaway its break in point as the zero lies in the real axis not pole

[@rushikeshwagh612]

is it true?

[@sonalichauhan2782]

Yes exactly