Titlebook: Dynamics, Bifurcations and Control; Fritz Colonius,Lars Grüne Conference proceedings 2002 Springer-Verlag Berlin Heidelberg 2002 Analysis.

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正论

ineptitude

Bifurcations in Systems with a Rate Limitermonic balance method. In this paper, the rate limiter describing function is obtained and applied to the search for limit cycles in such control systems. Three examples with three different bifurcations (saddle-node bifurcation of limit cycles, subcritical Hopf bifurcation at infinity and supercriti

善于骗人

Monitoring and Control of Bifurcations Using Probe Signalsalso produce a shift in the parameter value where bifurcation occurs. In this paper, these rarely used phenomena are used as a basis for stability monitoring of systems that are susceptible to loss of stability through a Hopf bifurcation. The fact that the perturbation signals delay supercritical bi

Hyperplasia

Normal Form, Invariants, and Bifurcations of Nonlinear Control Systems in the Particle Deflection Plfurcations of control systems based on the normal form approach. We address three problems for systems with a single uncontrollable mode, namely the problem of normal forms, bifurcations of control systems, and bifurcation control by state feedback.

Conflagration

Bifurcations of Reachable Sets Near an Abnormal Direction and Consequencesr a single-input affine control system with constraint on the control, and then as an application for a sub-Riemannian system of rank 2. As a consequence we obtain in sub-Riemannian geometry a new splitting-up of the sphere near an abnormal minimizer γ into two sectors, bordered by the first Pontrya

Conflagration

stratum-corneum

Nonlinear Problems in Friction Compensationderstanding all the various, related effects, which a single tool might be unable to describe..In this paper we explore some nonlinear problems arising when applying dither techniques, also in combination with PI controllers. The approach followed is from a nonlinear point of view, trying to integra

deforestation

outset

Stability Analysis of Periodic Solutions via Integral Quadratic Constraints disturbances. A result concerning local existence of a family of periodic solutions for such systems is also given. The stability analysis — based on a combined use of linearization techniques and frequency-domain stability criteria expressed via Integral Quadratic Constraints — can be efficiently