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The rheological behavior of the modified models is compared with various results already published in the literature for entangled polystyrene solutions, and for the Kramers chain model (dilute polymer solutions).
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It is shown that the model can predict the lateral behavior of elastomeric bearings more accurately than the modified models.
Her experimental measurements and model results both exhibit that behavior, suggesting that the modified model is more accurate.
The performance of the modified model in reproducing light adaptation rather than dark-adapted behaviors was also checked (Additional file 1: Figure S1).
The modified model consists of equations (4), (5), (6).
As previously noted, the behavior of the modified propofol model is similar to the original propofol model in that post-inhibitory rebound spiking occurs only for intermediate values of τ s (Fig. 2).
The impedance behavior of the modified electrodes is modeled by an equivalent electrical circuit using the Z-View software.
This work is related to the qualitative behavior of the modified Nicholson-Bailey host-parasitoid model.
A mathematical model describing the behavior of the modified still is proposed.
The dynamical behaviors of the modified Hodgkin–Huxley (HH) model are identified under the periodic ELF electric field using both analytical and numerical analysis.
However, as was pointed out in [18], we find here that it is necessary to consider the dynamic interplay between the inhibitory synaptic current and the slow potassium M-current in order to explain the observed behavior of spiking within the modified propofol model (compare Figs. 2 and 3).
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