Results 221 to 230 of about 203,329 (265)
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On Observability of Hybrid Systems
IEEE Transactions on Automatic Control, 2022Observability of a hybrid system is defined as the ability to determine the continuous state of the system. Whether a hybrid system is observable or not depends on which events can be disabled, which events can be forced, and the connectivity of the discrete states, as well as its continuous dynamics.
Feng Lin 0001 +3 more
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Observability and Observers for Nonlinear Systems
SIAM Journal on Control and Optimization, 1994Summary: This paper deals with observability and observers for general nonlinear systems. In the non-control-affine case, we characterize systems that are observable independently of the inputs. An exponential observer for these systems is also exhibited.
Gauthier, J. P., Kupka, I. A. K.
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Observability for hybrid systems
42nd IEEE International Conference on Decision and Control (IEEE Cat. No.03CH37475), 2004The notion of generic final-state asymptotically determinable hybrid system is introduced. Then, sufficient conditions for a linear hybrid system to be generic final-state asymptotically determinable are given. These conditions show that generic final-state asymptotic determinability can be verified even if each of the continuous subsystems of the ...
A. Balluchi +3 more
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Observers for Interconnected Systems
IFAC Proceedings Volumes, 1982Abstract The problem of constructing local state estimators for an interconnected system is formulated and is constructively resolved. It is shown that the 'interconnection zeros' play a central role in the development. The main results include the design of observers for multivariable systems with unmeasurable arbitrary disturbances as well as a ...
N. Viswanadham, A. Ramakrishna
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Semilinear observation systems
Systems & Control Letters, 2013zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mahmoud Baroun +3 more
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Observation for the perspective system
2001 European Control Conference (ECC), 2001We consider the problem of estimating the position of an object moving in the space by observing its image with the aid of a CCD camera. The problem can be converted into the observation of a dynamical system with nonlinearities. A new method is proposed to identify the obtained dynamical system.
Xinkai Chen, Hiroyuki Kano
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Observability and Observer for Dynamical Systems
2021Before dealing with the observer design for dynamical systems, we need firstly to analyze whether the states of the studied dynamical system can be observable or not. This property is named as observability in the literature. Therefore, this chapter aims at recalling the existing results on observability analysis approaches and observer design ...
Driss Boutat, Gang Zheng
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Observability of Nonlinear Systems
IMA Journal of Mathematical Control and Information, 1984We consider the observability of systems of the form \(\dot x=Ax+Nx,y=Fx\), where A is a linear operator and N and F are nonlinear. We show that if the system is linearized about an equilibrium point \(x_ e\) and the linearized system is continuously initially observable, then the nonlinear system is continuously initially observable in some ...
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Interval observer composed of observers for nonlinear systems
2014 European Control Conference (ECC), 2014For a family of continuous-time nonlinear systems with input, output and uncertain terms, a new interval observer design is proposed. The main feature of the constructed interval observer is that it is composed of two copies of a classical observer whose corresponding error equations are, in general, not cooperative.
Dinh, Thach Ngoc +2 more
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A dynamic earth observation system
Parallel Computing, 2003The paper presents an overview of SARA/Digital Puglia (Synthetic Aperture Radar Atlas), a remote sensing environment that shows how grid technologies and high performance computing can be efficiently used to build dynamic earth observation systems for the management of huge quantities of data coming from space missions and for their on-demand ...
ALOISIO, Giovanni, CAFARO, Massimo
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