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A numerical approach for determining values of forcing parameters which maximize performance of a periodically forced system is described.
Finally, the difference in the nonlinear dynamics between the self-vibration system and forced system is further discussed.
The experiment is conducted on an electronic circuit designed according to the dynamical model of the harmonically forced system with a clearance.
The aim of this paper is to determine by a singular perturbation approach the dynamic response of a harmonically forced system experiencing a pitchfork bifurcation.
To investigate the frequency multiplier behaviour, continuation of limit cycles of a periodically forced system was performed on a modified set of equations with the oscillating input (forcing) defined autonomously (see File S4).
Suppose that the nonlinear randomly forced system (2) has a stochastic attractor with the stationary stable probabilistic distribution.
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It is not mentioned in these courses, but these forced systems possess almost periodic solutions.
We use a sequence of periodically forced systems to approximate the considered system, and find their periodic solutions.
The response of the forced F-F model is compared with the response of other forced systems.
It is well known that when these forced systems possess a periodic oscillation, then the period of this oscillation is exactly the period of the exterior force.
On the other hand, for mobile IPTV there is the issue of insufficient bandwidth, forcing system operators to broadcast partial channels.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com