Results 251 to 260 of about 3,316 (273)

A parametric solution to the pole assignment problem using dynamic output-feedback

IEEE Transactions on Automatic Control, 2001
Summary: A new technique is presented for pole placement of linear time-invariant systems using dynamic feedback. A recently developed method for partial pole assignment using constant feedback is generalized to the dynamic output-feedback case. Subject to a mild assumption on the number of complex conjugate poles to be assigned, it is almost always ...
Mehmet Turan Söylemez, Neil Munro
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On the number of solutions for dynamic pole assignment problem

Proceedings of 32nd IEEE Conference on Decision and Control, 2002
The number of complex dynamic compensators of order q assigning a given set of poles for a q-nondegenerate m-input, p-output system of McMillan degree n=q(m+p-1)+mp is given in this paper. As a corollary it follows that when this number is odd, the generic system can be arbitrarily pole assigned by output feedback with a real dynamic compensator of ...
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Pole assignment problem for a second-order system

Differential Equations, 2017
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Pole-assignment problem for discrete-time linear periodic systems

International Journal of Control, 1987
Abstract This paper considers the pole-assignment problem for discrete-time linear periodic systems through the use of linear periodic state-variable feedback control. It is shown that if the N-periodic system with m inputs and n states is completely reachable then the problem can be reduced to the pole-assignment problem for a discrete-time linear ...
VICENTE HERNÁNDEZ, ANA URBANO
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A Simplified Direct Approach to the Problem of Adaptive Pole Assignment

1991
This work deals with the design of a stable model reference adaptive pole assignment control scheme for continuous-time SISO systems based on state variable filters, so that the availability requirement for the derivatives of the plant output can be removed. Firstly, the relevant problem is solved in the known parameters case.
Giorgio Bartolini, Antonella Ferrara
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Isospectral systems and its application in partial pole assignment problem

2017 36th Chinese Control Conference (CCC), 2017
In this paper, we construct a class of isospectral vibrating systems from partial explicit spectrum and partial implicit spectrum. It extends the work of P. Lancaster in which the isospectral vibrating systems are constructed only from complete explicit data or complete implicit data.
Xiaobin Mao, Weitai Liang
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On Inverse Spectral Problems and Pole-Zero Assignment

1997
The inverse eigenvalue problem of constructing a band symmetric matrix from spectral data may be regarded as a problem of assigning the poles and zeros of a certain frequency response function by passive control. This problem has application in controlling the dynamic response of undamped vibratory systems.
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Pole assignment problem in two dimensional linear systems

International Journal of Control, 1983
Sufficient conditions for existence of a solution to the pole assignment problem in a class of 2-D linear systems using state feedback are given. An algorithm for finding the feedback gain matrix for a class of 2-D linear systems is presented and illustrated by simple numerical example.
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Pole assignment by output feedback: a longstanding open problem

Proceedings of 1994 33rd IEEE Conference on Decision and Control, 2002
The problem of pole assignment by gain output feedback is a longstanding open problem in linear system theory. A historical review of this topics is presented with the emphasis on its nonlinear nature of the problem structure. >
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Pole assignment problem of a distributed parameter system with unbounded feedback

International Journal of Systems Science, 1992
Abstract The pole assignment problem for distributed parameter systems governed by analytic semigroups is discussed. Introducing unbounded feedback operators, we can solve the problem under a weaker restriction on the separation of the open-loop and the closed-loop poles. These types of feedback systems inherit the spectrum determined growth assumption
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