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The dynamic response of a single-degree-of-freedom elasto-plastic oscillator with kinematic hardening is analyzed in this paper under two kinds of periodic impulse forcing: (a) direct and (b) parametric.
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In the above analysis, we assumed in our modelling that the responses of the impulse forced oscillator were unaffected by linear summation of the early evoked components to one pulse with the later evoked components of earlier pulses.
Fits were very good (r > 0.94, P ≤ 0.00001, Fig. 2A), confirming that the potentials evoked in cortex by STN stimulation were well described as the response of an impulse forced damped oscillator at all the frequencies of STN stimulation tested.
Averaged cEPs to STN stimulation at 5 Hz consisted of a series of diminishing waves with periods of around 50 ms (see box in Fig. 2A), consistent with the response of an impulse forced damped oscillator with a natural frequency of about 20 Hz.
One approach centres on whether rotation is achieved by impulse forces or by reaction forces (see below).
In the experiment, an impulse force induced structural vibrations.
These two factors are closely related to the properties of the impulse forces.
However, there is currently no published research on the impulse forces.
The energy dissipation increases nonlinearly with the amplitude of the applied impulse force.
Further, advantage of the spectral formulation in impulse force identification is demonstrated.
An impulse force test hammer is used as an impactor to measure directly the dynamic force applied on the specimen.
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