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Three consistency measures were calculated for 506 homogeneous road sections: the relative area, which represents the area bounded by the speed profile and average speed of a road segment, the standard deviation of the operating speed in each design element along the road segment and the consistency model defined by Polus and Mattar-Habib (2004), based on the previous measures introduced.
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The failure surface is predicted using a best estimate code considering deviations of the operating parameters from their nominal states, which affect the isolation condenser system performance.
The protocol used was an approved deviation of the standard operating procedure used for testing swine in the United States.
The random depths are chosen from a Gaussian distribution with the means corresponding to the locations of the baseline smooth walls, and the standard deviation as a percentage of the operating wavelength [5].
Two consistency measures were compared with the results in the scientific literature: the first was the area bounded by the speed profile and the average weighted speed; the second was the standard deviation of operating speeds for each segment.
For each combination, we repeated the training and test for 100 times and calculated the mean and standard deviation of the area under the receiver operating characteristic (ROC) curve, and the gamma and C-values for the best mean value were selected.
An evaluation of deviation of operating voltage level from ideal operational case may provide information on the extent of improving efficiency and energy efficiency of a fuel cell.
We constructed an ROC curve from the responses to adjacent stimuli in each RLF in each condition and calculated the area under each curve for each pair before summing the absolute deviation of each receiver operating characteristic (ROC) curve from 0.5.
The impact of the path-loss exponent, the standard deviation of the signal strength measurement, and size of the operating area are also investigated.
Specifically, when a system is subjected to small deviations of the sampling points (operating points), it is of great interest to find the maximum tolerance of the system, which we refer to as the system's robustness.
It is shown that the deviation of the analytical from the numerical results is negligibly small under practical operating conditions.
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