Control system with 4 poles
Can you help me compare these results? They're the simulations of a control system. When we change the poles, (in this case, there are 4 poles), the response system also changes. The 4 poles involves complex numbers, but I don't see the relationship between the poles and the response. I don't see an exact description. I mean, a description like:
if the real number is increased, then the response would be more oscillatory or if the imaginary part is smaller, then the faster the convergence to 0.
Help, please?
Here are the pictures of the 3 different results:
if the real number is increased, then the response would be more oscillatory or if the imaginary part is smaller, then the faster the convergence to 0.
Help, please?
Here are the pictures of the 3 different results:
Replies
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Ramani AswathFirst of all, this is not my area. However, even to check if I can be of help, the links provided do not seem to work. You can mail me at bioramani (at) g m a i l.(c o m)
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Ramani AswathHave you looked at this?
Control Systems/Poles and Zeros - Wikibooks, open books for an open world -
Aruwin
Yes, I have looked at that thread, but I still can't compare the 3 simulations.A.V.RamaniHave you looked at this?
Control Systems/Poles and Zeros - Wikibooks, open books for an open world
I sent you an email, please look at it. -
ABCD ABCDAn area which i like to learn a lot. Perhaps, it requires someone who is okay to have a chat with me in a private conversation.
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pinankDude can you explain your system more elaborately? And the response changes as per the values of zeta and w..
You are reading an archived discussion.
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