Add to ORKGSupposing time-invariant, discrete-time multivariable systems a simple method is pre- sented to determine a parametrized form of the feedback matrix which ensures the mini- mum-time dead-beat operation. The suggested method is based on well-known principles. In respect of applications a useful result is that restrictions which can be imposed on the control sequence or on the characteristics of the trajectory can be given by choosing proper parameter values
Text includes handwritten formulasThis thesis considers the problem of zeroing the output z(t) of a ...
AbstractIn this paper, we solve the disturbance-rejection and tracking problem for linear multivaria...
The authors propose a novel method for computing state deadbeat feedback gains from systems given in...
Supposing time-invariant, discrete-time multivariable systems a simple method is pre- sente...
This study is concerned with the design of minimum Frobenius norm deadbeat controllers using reduced...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/57847/1/MaxEntRobustControlTAC1986.pd
AbstractA new approach based on a block-input, block-output state model is developed for the study o...
summary:Deadbeat control, a typical example of linear control strategies in discrete- time systems, ...
The control of linear multivariable systems (LMS) where only some of the state variables are directl...
A new multivariable deadtime control algorithm was designed in a previous paper. This algorithm, whi...
Abstract This article proposes a discrete-time Minimal Control Synthesis (MCS) algorithm for a class...
summary:This contribution deals with the discrete-time linear state models of pure deadtime multi-in...
Discrete-time nonlinear feedback control laws are derived for multivariable nonlinear processes, who...
In this paper, the concepts of controllability and zero-controllability of a variable ${bf w}$ , app...
The full text of this article is not available on SOAR. WSU users can access the article via IEEE Xp...
Text includes handwritten formulasThis thesis considers the problem of zeroing the output z(t) of a ...
AbstractIn this paper, we solve the disturbance-rejection and tracking problem for linear multivaria...
The authors propose a novel method for computing state deadbeat feedback gains from systems given in...
Supposing time-invariant, discrete-time multivariable systems a simple method is pre- sente...
This study is concerned with the design of minimum Frobenius norm deadbeat controllers using reduced...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/57847/1/MaxEntRobustControlTAC1986.pd
AbstractA new approach based on a block-input, block-output state model is developed for the study o...
summary:Deadbeat control, a typical example of linear control strategies in discrete- time systems, ...
The control of linear multivariable systems (LMS) where only some of the state variables are directl...
A new multivariable deadtime control algorithm was designed in a previous paper. This algorithm, whi...
Abstract This article proposes a discrete-time Minimal Control Synthesis (MCS) algorithm for a class...
summary:This contribution deals with the discrete-time linear state models of pure deadtime multi-in...
Discrete-time nonlinear feedback control laws are derived for multivariable nonlinear processes, who...
In this paper, the concepts of controllability and zero-controllability of a variable ${bf w}$ , app...
The full text of this article is not available on SOAR. WSU users can access the article via IEEE Xp...
Text includes handwritten formulasThis thesis considers the problem of zeroing the output z(t) of a ...
AbstractIn this paper, we solve the disturbance-rejection and tracking problem for linear multivaria...
The authors propose a novel method for computing state deadbeat feedback gains from systems given in...