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Linear stability analysis shows that the support-excitation has a stabilizing effect for most system parameters, but can also destabilize the upright pendulum position in certain situations.
Compared with the traditional adaptive SR method, this algorithm does not need to set up the searching range and searching step size of the system parameters, but only requires a few iterations.
The transfer function of the elastic control system is obtained including not only control system parameters but also the natural frequency and the damping ratio of the torsional vibratory system.
The performance of conventional PSSs (CPSSs) depends upon the generator operating point and the system parameters, but a reasonable level of robustness can be achieved depending on the tuning method.
We show that the BER degradation can be reduced to about 0.1 dB by careful selection of the system parameters, but at the expense of a large oversampling factor.
Fuzzy logic models are naturally robust with respect to noise and variation in system parameters, but allow computation of logical consequences of complex system dynamics with imprecise variables.
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Stable, periodic and chaotic responses are shown for each system parameter but with different fractional-order ranges.
These conclusions are presented not only in terms of systems parameters but also the period of the system and the mean values of decaying rates.
In particular, this method is applied to the robust stabilization of those systems when the system parameters are uncertain, but fall into given intervals, respectively.
This paper investigates the non-deterministic linear elastic problem of bar-type functionally graded porous (FGP) structures with uncertain-but-bounded system parameters.
In present work, the TLCD parameters optimization to control vibration of structures subjected to stochastic earthquake load under uncertain system parameters modeled as uncertain but bounded (UBB) type is studied.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com