Each component of these statistical parameters can then be interpolated or regressed in order to derive boundaries for speed segments where no training data is available.
In practice, circuits including both types of devices would make the most of the characteristics of each: the high speed segments would be designed with FETs (high current devices), while the low power, high gain, or high matching requirement sub-circuits would use the SGT (high gain, geometrically tolerant device) as the main component.
Considering the operational outage probability model of wind turbines, the multi-state model of wind farms at different wind speed segments is modeled respectively.
For example, in the kinematics unit, when students modeled a single agent, the computational modeling tasks were presented in the order of increasing complexity, starting from constant shapes (squares to triangles to circles) to spirals of the same shapes (where speed became a function of the acceleration) to modeling real-world systems involving constant and variable speed segments.
As seen in the figures, the main difference between finite speed segments and near-zero speed segments is that the near-zero speed segments occur on a much shorter time scale than the finite speed segments.
Instead of activity and inactivity bouts, mammalian locomotor studies define slow speed segments as lingering episodes and high speed segments as progression episodes.
The distribution of κ for each zone is shown in Fig. 10 for finite speed segments and Fig. 11 for near-zero speed segments; κ = 0 corresponds to a straight-line trajectory.
These are the duration distributions for finite speed segments, near-zero speed segments, and stops (Fig. 8), and the distribution of entrance/exit times from the different zones (Fig. 9).
Visual inspection suggests a speed threshold for the Central Zone at vth = 0.75 cm/s and for the Rim Zone at vth = 0.4 cm/s The segments with speeds below vth are defined as the near-zero speed segments; those above are the finite speed segments.
For both finite speed and near-zero speed segments, the duration distributions appear to exponentially decay (Figs. 8a and 8b, log scale).
