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STABILIZABILITY OF BIMODAL PIECEWISE LINEAR SYSTEMS WITH CONTINUOUS VECTOR FIELD

机译:具有连续矢量场的双模分段线性系统的可镇定性

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摘要

This paper studies the open-loop stabilization problem for bimodal systems with continuous vector field. It is based on the earlier work of the authors on the controllability problem for the same class of systems. A full characterization of stabilizability is established by presenting algebraic necessary and sufficient conditions. It turns out that this system class inherits the relationship between controllability and stabilizability of linear systems.
机译:本文研究了具有连续矢量场的双峰系统的开环稳定问题。它是基于作者较早的工作,针对同一类系统的可控性问题。通过介绍代数必要和充分的条件,可以建立起稳定性的完整表征。事实证明,该系统类继承了线性系统的可控制性和稳定性之间的关系。

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