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An appropriate value of time interval (h) is chosen such that R(h) given by (10) is minimum.
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Based on the mathematical model of the nonlinear isolator with time-delayed active control, the stability, response and displacement transmissibility of the system are analyzed to obtain the standards for appropriate values of time delay and control strengths.
The appropriate value of Ω depends on the cycle time and to a lesser extent on the degree of isotherm non-linearity and the nature of the diffusion mechanism, varying from about 40 at low cycle times to 15 or even lower at large cycle times.
The most appropriate value of TI is equal to the time a neighbor move away from the transmission range of the node.
To determine the appropriate value of k, STRUCTURE was performed 10 times with assumed k from 2-16.
In addition, to eliminate spurious high-frequency responses, we applied the generalized-α time integration method with appropriate value of high-frequency numerical dissipation.
Therefore, we chose 0.20 as an appropriate value of standard deviation, but we acknowledge that the uncertainty on divergence times may be higher than shown by our results.
Step I. Put the appropriate value of the parameters.
In the following, an appropriate value of β is required.
Results show that for the appropriate values of t, this method reduces the human fatigue and the time spent by the user on a session.
Therefore, we can choose appropriate values of the Proportional and Derivative parameters to change the characteristics of Hopf bifurcation embedding in fractional-order systems with time delays.
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