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Distributed-Order Dynamic Systems - Stability, Simulation, Applications and Perspectives (Paperback, 2012)
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Distributed-Order Dynamic Systems - Stability, Simulation, Applications and Perspectives (Paperback, 2012)
Series: SpringerBriefs in Electrical and Computer Engineering
Expected to ship within 10 - 15 working days
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Distributed-order differential equations, a generalization of
fractional calculus, are of increasing importance in many fields of
science and engineering from the behaviour of complex dielectric
media to the modelling of nonlinear systems. This Brief will
broaden the toolbox available to researchers interested in
modeling, analysis, control and filtering. It contains contextual
material outlining the progression from integer-order, through
fractional-order to distributed-order systems. Stability issues are
addressed with graphical and numerical results highlighting the
fundamental differences between constant-, integer-, and
distributed-order treatments. The power of the distributed-order
model is demonstrated with work on the stability of
noncommensurate-order linear time-invariant systems. Generic
applications of the distributed-order operator follow: signal
processing and viscoelastic damping of a mass-spring set up. A new
general approach to discretization of distributed-order derivatives
and integrals is described. The Brief is rounded out with a
consideration of likely future research and applications and with a
number of MATLAB (R) codes to reduce repetitive coding tasks and
encourage new workers in distributed-order systems.
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