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Partial Stability and Control (Paperback, Softcover reprint of the original 1st ed. 1998)
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Partial Stability and Control (Paperback, Softcover reprint of the original 1st ed. 1998)
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Unlike the conventional research for the general theory of
stability, this mono graph deals with problems on stability and
stabilization of dynamic systems with respect not to all but just
to a given part of the variables characterizing these systems. Such
problems are often referred to as the problems of partial stability
(stabilization). They naturally arise in applications either from
the requirement of proper performance of a system or in assessing
system capa bility. In addition, a lot of actual (or desired)
phenomena can be formulated in terms of these problems and be
analyzed with these problems taken as the basis. The following
multiaspect phenomena and problems can be indicated: *
"Lotka-Volterra ecological principle of extinction;" * focusing and
acceleration of particles in electromagnetic fields; * "drift" of
the gyroscope axis; * stabilization of a spacecraft by specially
arranged relative motion of rotors connected to it. Also very
effective is the approach to the problem of stability
(stabilization) with respect to all the variables based on
preliminary analysis of partial sta bility (stabilization). A. M.
Lyapunov, the founder of the modern theory of stability, was the
first to formulate the problem of partial stability. Later, works
by V. V. Rumyan tsev drew the attention of many mathematicians and
mechanicians around the world to this problem, which resulted in
its being intensively worked out. The method of Lyapunov functions
became the key investigative method which turned out to be very
effective in analyzing both theoretic and applied problems.
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