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No fluctuations were observed in the IFT measurements and excellent repeatability of selected measurements was noted.
(mathbf {z}_{k}^{tilde tau }) Set of selected measurements at time k with respect to supertarget (tilde tau ).
The training data used for template construction is a matrix consisting of raw sampled signal intervals of selected measurements within different fault conditions.
(mathbf {z}_{k}^{tau }(s)) Set of selected measurements at time k with respect to track τ for illuminator s. (m_{k}^{tau }(s)) The cardinality of (mathbf {z}_{k}^{tau }(s)).
In the case of a large NLOS occurrence rate, as the predefined number of selected measurements increases, more NLOS-corrupted measurements would be selected as LOS measurements, resulting in performance degradation.
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This is a significant improvement over the experimentally obtained raw data that only provides a limited knowledge of stress components at a number of selected measurement points, and over simple interpolation between these data points.
For the purpose of the along-track pre-processing (detailed hereafter), we construct a provisional datasets where the latitude limit of the selected measurements extends up to |±62°| for low-latitude measurements and down to |±42°| for the polar measurements.
To determine the reproducibility of mean diastolic velocity, a total of ten randomly selected measurements were analyzed twice by one investigator at a 1-week interval and once by another investigator.
The application of the proposed method avoids both cases of over and lack of precisions of the selected measurement system regarding to the tolerance of the part and to the process variability.
As the number of feasible joint events for measurement to target allocation increases combinatorially, tracks are separated into clusters of tracks that share selected measurements.
The relationship between the orthogonal property of the selected measurement points and the condition number of the identification equation and the effectiveness of the sequential orthogonal searching algorithm are examined through Monte Carlo simulation.
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