Results 241 to 250 of about 172,286 (287)

Discontinuity Characterization and Low-Complexity Smoothing in RF-PA Polynomial Piecewise Modeling. [PDF]

Sensors (Basel)
Pedrosa C, Pham DG, Rashev P, Almairac P, Nanan JC, Desgreys P.   +5 more
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Flexible renewable integrated energy system capabilities to improve voltage stability with power quality and economic environmental operation of smart grid. [PDF]

Sci Rep
Hassankashi A, Dini A, Pirouzi S, Veisi M, Bahreini M.   +4 more
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Conceptual development and implementation of a digital twin model for managing saltwater intrusion of an island coastal aquifer. [PDF]

Environ Monit Assess
Sharan A, Datta B, Roy DK, Lal A.
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Numerical robustness of COVID-19 model with Lyapunov stability analysis. [PDF]

Sci Rep
Pandey A, Ghosh S.
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Stability of piecewise linear systems revisited

Annual Reviews in Control, 2010
Abstract Piecewise linear systems are important in representing and approximating many practical systems with complex dynamics. While stability analysis of switched linear systems are notoriously challenging, several powerful tools have been developed to cope with the challenges.
Zhendong Sun
openaire   +3 more sources

Singular perturbation in piecewise-linear systems

IEEE Transactions on Automatic Control, 1988
This note analyzes piecewise-linear systems which are singularly perturbed. A technique is developed that allows decoupling of such systems into fast and slow subsystems for analysis and design. The results of a numerical example are included to demonstrate this technique.
Heck, B. S., Haddad, A. H.
openaire   +1 more source

Controllability of piecewise linear systems

Systems & Control Letters, 1986
The paper gives a necessary and sufficient condition for the local controllability of a discontinuous linear control system. The set of discontinuities is a hyperplane S. The system is defined by two different linear time-independent equations on the two closed halfspaces defined by S.
Veliov, Vladimir M., Krastanov, Michail I.   +1 more
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Piecewise-Linear Approximation of Nonlinear Dynamical Systems

IEEE Transactions on Circuits and Systems I: Regular Papers, 2004
The piecewise-linear (PWL) approximation technique developed by Julia/spl acute/n et al. in the past few years is applied to find approximate models of dynamical systems dependent on given numbers of state variables and parameters. Referring to some significant examples, i.e., topological normal forms, it is shown that a PWL dynamical system ...
STORACE, MARCO, DE FEO OSCAR
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Structured analysis of piecewise‐linear interconnected systems

International Journal of Robust and Nonlinear Control, 2007
AbstractThis paper considers the problem of assessing the induced L2gain of a system composed of non‐identical interconnected piecewise‐linear subsystems, when the topology of the underlying graph is arbitrary. Blending tools inspired by dissipativity theory and theS‐procedure, it presents sufficient conditions in the form of a set of finite ...
Fowler, Jeffrey M., D'Andrea, Raffaello
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