Many control systems contain control inputs which are constrained to be non–negative. 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.
Controllability properties of singularly perturbed control systems. - In: Systems and networks. - Be...
This paper extends recent results in local controllability analysis for Multiple Model Driftless A#n...
Extends results in local controllability analysis for multiple model driftless affine (MMDA) control...
Many control systems contain control inputs which are constrained to be nonnegative. Unfortunately, ...
We derive a new controllability rank test for general first-order representations. The criterion gen...
We study controllability of switched DAEs and formulate a definition of controllability in the behav...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
Develops a local controllability result for multiple model driftless affine control systems. The con...
It is well-known that checking certain controllability properties of very simple piecewise linear sy...
The notion of controllability was identified by Kalman as one of the central properties determining ...
It is well-known that checking certain controllability properties of very simple piecewise linear sy...
Generally, the controllability and observability of controllable systems were treated separately. In...
. We demonstrate how the chronological formalism, in particular exponential product expansions and c...
In this note, the controllability of a switched linear system, which is a collection of linear time-...
Let B = {w 2 Lloc 1 (R,Rq) | R( d/dt )w = 0}. It is well-know that B is controllable if and only if ...
Controllability properties of singularly perturbed control systems. - In: Systems and networks. - Be...
This paper extends recent results in local controllability analysis for Multiple Model Driftless A#n...
Extends results in local controllability analysis for multiple model driftless affine (MMDA) control...
Many control systems contain control inputs which are constrained to be nonnegative. Unfortunately, ...
We derive a new controllability rank test for general first-order representations. The criterion gen...
We study controllability of switched DAEs and formulate a definition of controllability in the behav...
State-space representation and analysis of dynamical systems has led to new concepts, one of which i...
Develops a local controllability result for multiple model driftless affine control systems. The con...
It is well-known that checking certain controllability properties of very simple piecewise linear sy...
The notion of controllability was identified by Kalman as one of the central properties determining ...
It is well-known that checking certain controllability properties of very simple piecewise linear sy...
Generally, the controllability and observability of controllable systems were treated separately. In...
. We demonstrate how the chronological formalism, in particular exponential product expansions and c...
In this note, the controllability of a switched linear system, which is a collection of linear time-...
Let B = {w 2 Lloc 1 (R,Rq) | R( d/dt )w = 0}. It is well-know that B is controllable if and only if ...
Controllability properties of singularly perturbed control systems. - In: Systems and networks. - Be...
This paper extends recent results in local controllability analysis for Multiple Model Driftless A#n...
Extends results in local controllability analysis for multiple model driftless affine (MMDA) control...