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Figure 1A shows the model configuration of this study.
Therefore, the condition τ1 = τ3 does not lose generality in the configuration of this study.
The following (empirical) relationship was used, which corresponds to the experimental configuration of this study: n = I G I G HOPG × 1 0.03 (2).
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Based on the clustering scenarios and the given control strategy, the optimal configuration of the study case is listed in Table 2.
The generic configuration of the studied MIES is shown in Fig. 1.
Open image in new window Fig. 1 Configuration of the studied system.
Robustness and non-linearity investigation have been also executed for the proposed SF-FLC-PID controller based configuration of the studied IHPS model.
Second, in order to find the optimal implant configuration in this study, effects of the four actual implant types – tethered or un-tethered with small or large diameter, respectively – were compared.
The two-way maximized cycle efficiency found with respect to the optimized parameters is sharp, in the sense that a 225% variation of the calculated efficiency values was observed within the range of tested configurations in this study, and "robust" (i.e., relatively insensitive) to the variation of several parameters, thus stressing the importance to be considered in actual design.
Open image in new window Fig. 1 Grouted splice of typical configuration used in this study.
For the design configuration considered in this study, sets of Pareto-optimal operating conditions are obtained.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com