Abstract — This paper deals with system identification of new system dynamics revealed by online introduction of new sensors in existing multi-variable linear control systems. The so-called ”Hansen Scheme ” utilises dual Youla-Kucera parameterisation of all systems stabilised by a given linear controller to transform closed-loop system identification problems into open-loop-like problems. We show that this scheme can be reformulated to accomodate extra sensors in a nice way. The approach is illustrated on a simple simulation example. I
System identification deals with the construction of mathematical models of dynamical systems using ...
In this paper we study the problem of identifying linear and nonlinear feedback mechanisms, or contr...
As the existed theories for closed-loop system identification are very mature, and in this short not...
This paper deals with system identification of new system dynamics revealed by online introduction o...
For application of classical indirect methods of closed-loop system identification specific restrict...
Indirect methods for the identification of linear plant models on the basis of closed loop data are ...
In this paper, we present gradient expressions for a closed-loop parametric identification scheme. T...
This paper deals with system identification for control of linear parametervarying systems. In pract...
This paper deals with a new method for closed loop identification, i.e. the projection method. This ...
Identification of systems operating in closed loop has long been of prime interest in industrial app...
A new method for closed-loop identification that allows fitting the model to the data with arbitrary...
Identification of systems operating in closed loop has long been of prime interest in industrial app...
This paper presents a procedure to identify the open loop systems when it is operating under closed ...
The paper describes a simple, two-stage instrumental variable method of closed loop identification a...
Consider a linear system with input u and outputs y and z. Assume that u(t) and y(t) are measured fo...
System identification deals with the construction of mathematical models of dynamical systems using ...
In this paper we study the problem of identifying linear and nonlinear feedback mechanisms, or contr...
As the existed theories for closed-loop system identification are very mature, and in this short not...
This paper deals with system identification of new system dynamics revealed by online introduction o...
For application of classical indirect methods of closed-loop system identification specific restrict...
Indirect methods for the identification of linear plant models on the basis of closed loop data are ...
In this paper, we present gradient expressions for a closed-loop parametric identification scheme. T...
This paper deals with system identification for control of linear parametervarying systems. In pract...
This paper deals with a new method for closed loop identification, i.e. the projection method. This ...
Identification of systems operating in closed loop has long been of prime interest in industrial app...
A new method for closed-loop identification that allows fitting the model to the data with arbitrary...
Identification of systems operating in closed loop has long been of prime interest in industrial app...
This paper presents a procedure to identify the open loop systems when it is operating under closed ...
The paper describes a simple, two-stage instrumental variable method of closed loop identification a...
Consider a linear system with input u and outputs y and z. Assume that u(t) and y(t) are measured fo...
System identification deals with the construction of mathematical models of dynamical systems using ...
In this paper we study the problem of identifying linear and nonlinear feedback mechanisms, or contr...
As the existed theories for closed-loop system identification are very mature, and in this short not...
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