lsim closed controlled loop confusion

4 vues (au cours des 30 derniers jours)
Daniel Grebler
Daniel Grebler le 9 Juil 2018
Modifié(e) : Robert U le 10 Juil 2018
Hey, I am a bit confused regarding lsim inputs. I wish to simulate a closed loop feedback full state controller
I am using 'space state' dynamic representation
and calculated K value to ensure Controllability
basically:
x'=Ax+Bu , y=Cx
u=-Kx
when defining the ss model:
sys_cl = ss(A-B*K,B,C,0);
but for the lsim function I need to define an already known input vector u to satisfy:
lsim(sys_cl,u,t,x0);
So on one hand I wish "u" to be defined as -Kx (adjust itself depending on the output).
on the other hand - I define a pre-known u value for the simulation
what am I missing...?

Réponse acceptée

Robert U
Robert U le 9 Juil 2018
Hi Daniel Grebler,
In order to simulate the time response of your controlled system you need to define the system ( sys_cl), a time grid ( t ), and a target value ( u ). You define an initial state of your system by supplying ( x0 ).
See first example in Matlab documentation:
Kind regards,
Robert
  2 commentaires
Daniel Grebler
Daniel Grebler le 9 Juil 2018
Thank you Robert I see in the documentation that (u) is defined as the input signal and not the target value- meaning the response of the system to input u.
and not as the desired value (x) will be controlled into
Robert U
Robert U le 10 Juil 2018
Modifié(e) : Robert U le 10 Juil 2018
Hi Daniel Grebler,
Documentation is stating that ( u ) is an input of function lsim() and input of your system. Depending on the system you simulate it might be an input of dimension n >= 1 . Depending on the system model it can be any sort of input of your system.
You wrote you would like to simulate the closed-loop system response of your control system. Without having any details of the scope of your simulation I assumed, that you would like to see how system response is estimated on certain target values. Thus, your system should be described in a way that target value becomes the input of your system.
For other scopes it might be the system response on noise in your sensor path.
Kind regards,
Robert

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