Finite Spectrum Assignment for Completely Regular Differential-Algebraic Systems with Aftereffect View Full Text


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Article Info

DATE

2018-06

AUTHORS

V. E. Khartovskii

ABSTRACT

For linear autonomous completely regular differential-algebraic systems with commensurable delays in the state and control, we study the problem of constructing a state feedback that ensures a finite spectrum for the closed-loop system. We propose criteria for spectral reducibility and weak spectral reducibility whose proofs contain the synthesis schemes of appropriate controllers. Several illustrative examples are given. More... »

PAGES

823-838

References to SciGraph publications

  • 2016-03. Solution damping controllers for linear systems of the neutral type in DIFFERENTIAL EQUATIONS
  • 2009. On Pole Assignment and Stabilizability of Neutral Type Systems in TOPICS IN TIME DELAY SYSTEMS
  • 2012-11. Simultaneous stabilization: Construction of a universal stabilizer for linear plants with delay with the use of spectral reducibility in DIFFERENTIAL EQUATIONS
  • 2015-01. Finite spectrum assignment problem for a differential system of neutral type in DIFFERENTIAL EQUATIONS
  • 2011-11. Spectral reducibility of delay differential systems by a dynamic controller in DIFFERENTIAL EQUATIONS
  • 2017-04. Synthesis of damping controllers for the solution of completely regular differential-algebraic delay systems in DIFFERENTIAL EQUATIONS
  • 2015-03. Damping of a solution of linear autonomous difference-differential systems with many delays using feedback in JOURNAL OF COMPUTER AND SYSTEMS SCIENCES INTERNATIONAL
  • 2016-11. Criteria for modal controllability of linear systems of neutral type in DIFFERENTIAL EQUATIONS
  • 2014-05. Control of neutral delay linear systems using feedback with dynamic structure in JOURNAL OF COMPUTER AND SYSTEMS SCIENCES INTERNATIONAL
  • 2017-03. Spectral reduction of linear systems of the neutral type in DIFFERENTIAL EQUATIONS
  • 2014-05. Observers for time delay systems in the presence of external disturbances in DOKLADY MATHEMATICS
  • 1976-10. Stabilization of neutral functional differential equations in JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS
  • 2011-07. Control of systems with aftereffect in scales of linear controllers with respect to the type of feedback in DIFFERENTIAL EQUATIONS
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    DOI

    http://dx.doi.org/10.1134/s0012266118060113

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