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That is, impulsive perturbations play an important role in the stability behavior of nonlinear systems.
Interconnection and damping assignment passivitybased control is a technique that regulates the behavior of nonlinear systems assigning a desired (portcontrolled Hamiltonian) structure to the closed-loop.
Chaos control means to design a controller that is able to mitigating or eliminating the chaos behavior of nonlinear systems that experiencing such phenomenon.
Initial conditions can influence the dynamic behavior of nonlinear systems but are difficult to control in cells.
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The proposed method can be a potential asset for practical applications in the area of I/O behavior prediction and design optimization of nonlinear systems.
In [4], Meng et al. analyzed the dynamic behavior of a stochastic biological system; in [1], Bai et al. investigated the dynamic behavior of the boundary value problem fractional nonlinear system, and in the research articles [2, 3], Wang et al. paid attention to the control problems of nonlinear systems.
Perhaps with chaos explanation we should either search for a process yielding the "stretching and folding" in the dynamics (causal form of explanation) or we should search for the common properties such behavior exhibits (unification form of explanation) underlying the behavior of the nonlinear systems of interest.
The paper addresses the description of the complex behavior of simple nonlinear systems that are excited in the neighborhood of the resonance frequency.
Global attractors play an important role in the study of asymptotic behavior of various nonlinear systems.
Roll motions of ships are studied by means of modern nonlinear techniques to exemplify the behavior of such nonlinear systems in the case when they are under the influence of external sinusoidal disturbances with unknown amplitudes.
Another trend in the vehicle systems sector is the modeling of nonlinear system behavior, which is starting to replace look-up tables in real time systems.
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