Many control systems contain control inputs which are constrained to be nonnegative. Unfortunately, the unilateral nature of such inputs makes them similar to a drift term, and correspondingly complicates any attempt to determine controllability. We present a controllability test in which Lie brackets are characterized as "good" or "bad," from which controllability follows from the relationship, between these "good" and "bad" brackets, This test is relatively straightforward to apply and its application is illustrated with an example
In this work we study controllability properties of linear control systems on Lie groups as introduc...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...
Many control systems contain control inputs which are constrained to be nonnegative. Unfortunately, ...
Develops a local controllability result for multiple model driftless affine control systems. The con...
We define a notion of controllability for mechanical systems which determines the configurations whi...
Extends results in local controllability analysis for multiple model driftless affine (MMDA) control...
It is well-known that checking certain controllability properties of very simple piecewise linear sy...
This paper presents necessary and sufficient conditions for controllability of linear systems subjec...
AbstractWe study controllability and reachability for discrete linear control systems, x(k + 1) = Ax...
It is well-known that checking certain controllability properties of very simple piecewise linear sy...
This paper studies controllability of bimodal systems that consist of two linear dynamics on each si...
AbstractThe problem of 0-controllability of linear systems with control restraint set Ω such that 0 ...
summary:Contrary to state space systems, there are different notions of controllability for linear t...
In this work we study controllability properties of linear control systems on Lie groups as introduc...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...
Many control systems contain control inputs which are constrained to be nonnegative. Unfortunately, ...
Develops a local controllability result for multiple model driftless affine control systems. The con...
We define a notion of controllability for mechanical systems which determines the configurations whi...
Extends results in local controllability analysis for multiple model driftless affine (MMDA) control...
It is well-known that checking certain controllability properties of very simple piecewise linear sy...
This paper presents necessary and sufficient conditions for controllability of linear systems subjec...
AbstractWe study controllability and reachability for discrete linear control systems, x(k + 1) = Ax...
It is well-known that checking certain controllability properties of very simple piecewise linear sy...
This paper studies controllability of bimodal systems that consist of two linear dynamics on each si...
AbstractThe problem of 0-controllability of linear systems with control restraint set Ω such that 0 ...
summary:Contrary to state space systems, there are different notions of controllability for linear t...
In this work we study controllability properties of linear control systems on Lie groups as introduc...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...