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In this paper, the model structure of the Cardinal Temperature Model with Inflection point, is assumed to be correct for the intended application.
The structure between the actuator and the end point is assumed to be flexible, and is the main cause of positioning error from residual vibration.
The voltage set point is assumed to be 0.95 p.u. for the normal state and the first-order failures, and 0.85 p.u. for the second-order failures [25].
Each signal point is assumed to be chosen with the same probability; however, the position of each point in the constellation is optimized.
The segmentation point is assumed to be located at the starting, middle and ending years of rapid PV growing period in this paper.
Every sub-band that corresponds with its frequency point is assumed to be a flat fading band, which means that every sub-channel gain does not change by time.
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Data were normalized as ratios to the expression values on Day 0. A model order of 0 was used, where data from each time point are assumed to be independent from each other.
From the data recovered, I calculated measured turning angles and directional biases where the bias point was assumed to be the centroid of the recorded 3-D fix locations.
Using these data, I calculated turning angles and directional biases using Equations 1 and 2 where the hypothesized bias point was assumed to be the centroid of the recorded locations.
If the new centroid was still too dim, or the triangulation error was above a user-defined threshold, or the new 3D position caused the leg segment to change length by more than another threshold factor, then the point was assumed to be lost (possibly occluded).
Therefore, the capping point was assumed to be 35% in men and 60% in women.
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