Wow, you explained in ~13 minutes where my professor could not in a whole term. Seems a classic comment but this is the first time I actually used it and I mean it...
root locus technique is useful to design & analyse control systems Mathematics is the greatest Tool mankind ever found, to use this tool effectively.. we model systems in equations, say here transfer functions. The way the system behave to any input is dependant on the systems roots, so if we vary one parameter of the system and find out how the roots change... we can understand the system better and can deisgn and analyse better. Moreover, this technique gives intution into system design.
It is a graphical method of studying the stability of electrical and mechanical systems. If you have never seen this method before the basic point is: Design the system so that all that "stuff" is on the left side of the graph.
Thank you! I figured out in what direction the poles were going by looking at the angle, but it may be good if you could make another video showing exactly how do draw the loci when the angle is calculated. Thanks!
@TinyTurtie Hi, I'll make a video on this, and if you have any specific question to be solved in the video, let me know. I can use that as an example which can solve two purposes. Thanks for the comments.
Wow, you explained in ~13 minutes where my professor could not in a whole term. Seems a classic comment but this is the first time I actually used it and I mean it...
root locus technique is useful to design & analyse control systems
Mathematics is the greatest Tool mankind ever found, to use this tool effectively.. we model systems in equations, say here transfer functions.
The way the system behave to any input is dependant on the systems roots, so if we vary one parameter of the system and find out how the roots change... we can understand the system better and can deisgn and analyse better.
Moreover, this technique gives intution into system design.
You sir, explained this better than my "prof" in 3 different classes. May your life be showered with blessings!
These tutorial videos are very helpful and useful as well ,please keep uploading more of
them.
It is very good way of teaching students. i would happy to join and interact with you sir
Thank you. Understood very well.
Remarkable explanation. Showing lots of gratitude from Tegucigalpa.
It is a graphical method of studying the stability of electrical and mechanical systems. If you have never seen this method before the basic point is: Design the system so that all that "stuff" is on the left side of the graph.
You seem to explain very well, but black background with your blue writing makes it hard to read.
Thank you! I figured out in what direction the poles were going by looking at the angle, but it may be good if you could make another video showing exactly how do draw the loci when the angle is calculated.
Thanks!
Great work!
@TinyTurtie Hi, I'll make a video on this, and if you have any specific question to be solved in the video, let me know. I can use that as an example which can solve two purposes.
Thanks for the comments.
Sure, thank you for pointing out... will avoid this color next time onwards.
Thanks,
Techgurukula.
How he calculated angle of departure of poles n zeroes??? He took direct values of angels in explanations during graphical method.......
Just use simple inverse trigonometry, pretty obvious
well explain. i got all yr points. thankyou sir
I'm in university paying thousands to learn what this video just taught. Except I didn't learn it and here I am anyways.
brilliant man,brilliant...clear explanation ! :)
thank u for this video jst i confused tht how we no the how to calculate the piiii
plzzz let me
know
Thanks a lot...you made my concepts clear..:) Good explanation :)
Excellent
Great video! how do these angles typically result in a circle centered about a zero, though? it is that part which is throwing me off a bit.
.
plz give an example of repeated complex roots,,,,,,,,,,
thank u very much i understood very well
thanks! nicely explained....
sir please do 1 or 2 examples on these all rules
how do we find the angle if there are no zeros only poles ?
Thanks man! You are a G.
thanks.. it was very helpful
well explained ..thank u sir
yes i too want to say that, dont use blue colour, use red, yellow and white .
I want more examples of angle of departure
Very useful, thank you!
thanx a bunch :)
at 9:11, how can you know phase response G(s)H(s) = arctan(1) + arctan(1/2) - arctan(2/0)
thnk u sir,it helps me a lot
can we s=p formula if k variable is there in numerator
thank yu very much sir....
thanx man .. finaly found a video that actually helped me ...... thanx a lot ......
thank u sir and i need the solution for the ,how we can calculate the value of G(jw) in root loci plz sir
thanks a lot
how to know in the question, the angle of departure or arrival to calculate and plot the graph or not?
help me.. tq
If you have complex poles...you want to find the angle of dep....if you have complex zeros you want to find angle of arrival. :D
thanking you sir..
sir how to find breakaway angle
Thnks sr..
Thanks!!
any videos on angle of arrivals?
Harrish Sajiv same rules bro
Thank you 😍
angle of departure in 180-fii
What about K is less than 0
thanx
thanks,
i easily understand your video
ty
what about the angle of arrival?
there is no zeros, so dont need to calculate arrival angle
There is no complex zeros ... So no need to calculate arrival....in this example....
I think the color scheme needs ro be changed.
Ba bosdina kae dekatu j nahi
talk slower