The problem of ensuring a given set of zeros in a linear multivariable dynamical system with the equal number of inputs and outputs that includes a parallel compensator and feedback loop is considered. Methods reducing this problem to the control of eigenvalues of a certain matrix are proposed; the simultaneous assignment of poles and zeros is reduced to the control of poles of two plants using a single controller. The calculations are based on well-known and well-tested modal control techniques. © 2013 Pleiades Publishing, Ltd
Systematic numerical and graphical techniques have been developed for analysing,and to some extent s...
In this paper a two stage, sequential at each stage, algorithm is proposed for output feedback contr...
A recursive method for calculating decoupling zeroes in the linear multiconnected dynamic system bas...
The problem of ensuring a given set of zeros in a linear multivariable dynamical system with the equ...
The problem of ensuring a given set of zeros in a linear multivariable dynamical system with the equ...
The problem of ensuring a given set of zeros in a linear multivariable dynamical system with the equ...
A new geometric method of calculating multivariable system zeros and zero-directions is presented by...
It is well known that zeros and poles of a single-input, single-output system in the transfer functi...
It is well known that zeros and poles of a single-input, single-output system in the transfer functi...
Poles and zeros assignment problem by state feedbacks in positive continuous-time and discrete-time ...
Poles and zeros assignment problem by state feedbacks in positive continuous-time and discrete-time ...
Poles and zeros assignment problem by state feedbacks in positive continuous-time and discrete-time ...
A new geometric method of calculating multivariable system zeros and zero-directions is presented by...
The problem of decoupling and complete pole assignment of linear square, and controllable systems by...
A method is proposed for designing multivariable systems based on an alternate derivation of Davison...
Systematic numerical and graphical techniques have been developed for analysing,and to some extent s...
In this paper a two stage, sequential at each stage, algorithm is proposed for output feedback contr...
A recursive method for calculating decoupling zeroes in the linear multiconnected dynamic system bas...
The problem of ensuring a given set of zeros in a linear multivariable dynamical system with the equ...
The problem of ensuring a given set of zeros in a linear multivariable dynamical system with the equ...
The problem of ensuring a given set of zeros in a linear multivariable dynamical system with the equ...
A new geometric method of calculating multivariable system zeros and zero-directions is presented by...
It is well known that zeros and poles of a single-input, single-output system in the transfer functi...
It is well known that zeros and poles of a single-input, single-output system in the transfer functi...
Poles and zeros assignment problem by state feedbacks in positive continuous-time and discrete-time ...
Poles and zeros assignment problem by state feedbacks in positive continuous-time and discrete-time ...
Poles and zeros assignment problem by state feedbacks in positive continuous-time and discrete-time ...
A new geometric method of calculating multivariable system zeros and zero-directions is presented by...
The problem of decoupling and complete pole assignment of linear square, and controllable systems by...
A method is proposed for designing multivariable systems based on an alternate derivation of Davison...
Systematic numerical and graphical techniques have been developed for analysing,and to some extent s...
In this paper a two stage, sequential at each stage, algorithm is proposed for output feedback contr...
A recursive method for calculating decoupling zeroes in the linear multiconnected dynamic system bas...