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The system parameter with the greatest influence on the sensitivity functions was the total pressure in the upper chamber of the Wicke Kallenbach cell.
According to Eqs. (31) and (34), the two sensitivity indexes histograms are obtained to illustrate the sensitivity characteristics of each system parameter with each parameter increase 10% under the nine selected working conditions.
When SNR ρ tends to be infinite, and the targeted data rate R is set to a fixed system parameter, with the aid of the approximations that exp(t)≈1−t when t→0, we have P out ∝ ρ − ( L + M ).
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Analysis of the varying equivalent linear system parameters with displacement is used to distinguish linear and nonlinear segments.
The numerical results demonstrate the dependency relationships between the system performance measures and the system parameters with different offered loads and different self-similar degrees.
These variations of system parameters with variation of load inputs are studied and its impact on overall system stability and reactive power compensation is properly monitored.
The results show that the vibration behaviors of the vehicle system can be control by adjusting appropriately system parameters with the damping coefficient, excitation amplitude and excitation frequency.
The instability region is found in the space of the system parameters with the help of the D-decomposition method and the principle of the argument.
The objective of this work is to provide an irregular sampling strategy that minimizes the uncertainty about the system parameters with a fixed amount of samples (cost constrained).
In this paper, we present the method for on-line tuning of a design weighting polynomial parameters of a multivariable self-tuning controller which adapts to changes in the higher-order nonminimum phase system parameters with time delays and noises.
The main goal of this work is to determine the manner in which this response depends on the system parameters, with a particular emphasis on non-linear analyses of the dynamic response near resonance conditions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com