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Examining Stability of Second-Order Slave Systems

Jiri Kaderka and Vladislav Musil

p. 297-302

    Abstract

    Dynamical behavior of any second-order linear system is described by a couple of stable and unstable attractors. The same attractors describe behavior of the linearized part of the piecewise-linear (PWL) systems. Using PWL analyses we examine each region separately. In paper there are considered stable and unstable trajectories and Poincare maps.

    Index

    Keywords

    stability, attractor, PWL system, Poincare map, synchronization of chaos

    Text

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    References

    Bibliographical reference

    Jiri Kaderka and Vladislav Musil, « Examining Stability of Second-Order Slave Systems », CASYS, 6 | 2000, 297-302.

    Electronic reference

    Jiri Kaderka and Vladislav Musil, « Examining Stability of Second-Order Slave Systems », CASYS [Online], 6 | 2000, Online since 19 June 2024, connection on 20 September 2024. URL : http://popups.lib.uliege.be/1373-5411/index.php?id=245

    Authors

    Jiri Kaderka

    Department of Microelectronics, Technical University of Brno, Údolni 53, 602 00 Brno, Czech Republic

    By this author

    Vladislav Musil

    Department of Microelectronics, Technical University of Brno, Údolni 53, 602 00 Brno, Czech Republic

    Copyright

    CC BY-SA 4.0 Deed