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Domain of Attraction - Analysis and Control via SOS Programming (Paperback, 2011 ed.)
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Domain of Attraction - Analysis and Control via SOS Programming (Paperback, 2011 ed.)
Series: Lecture Notes in Control and Information Sciences, 415
Expected to ship within 10 - 15 working days
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For nonlinear dynamical systems, which represent the majority of
real devices, any study of stability requires the investigation of
the domain of attraction of an equilibrium point, i.e. the set of
initial conditions from which the trajectory of the system
converges to equilibrium. Unfortunately, both estimating and
attempting to control the domain of attraction are very difficult
problems, because of the complex relationship of this set with the
model of the system. Domain of Attraction addresses the estimation
and control of the domain of attraction of equilibrium points via
SOS programming, i.e. optimization techniques based on the sum of
squares of polynomials (SOS) that have been recently developed and
that amount to solving convex problems with linear matrix
inequality constraints. A unified framework for addressing these
issues is presented for in various cases depending on the nature of
the nonlinear systems considered, including the cases of
polynomial, non-polynomial, certain and uncertain systems. The
methods proposed are illustrated various example systems such as
electric circuits, mechanical devices, and nuclear plants. Domain
of Attraction also deals with related problems that can be
considered within the proposed framework, such as characterizing
the equilibrium points and bounding the trajectories of nonlinear
systems, and offers a concise and simple description of the main
features of SOS programming, which can be used for general purpose
in research and teaching.
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