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Similarly, the computational complexity of the scheme in the tracking phase is.
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In intersatellite optical communication, the Pointing, Acquisition and Tracking (PAT) phase is one of the important phases that needs to be completed successfully before initiating communication.
The particle phase is tracked by the discrete element method (DEM) as discrete entities.
While for the sake of simplicity, the motion of particle phase is tracked by following the hard-sphere discrete particle model (DPM).
As is widely used, the carrier-phase is considered in an Eulerian framework, while the dispersed phase is tracked in a Lagrangian framework following the stochastic separated flow (SSF) model.
As the phase angle is 2π periodic, the two cross-terms may have different phase values; hence, the effects of cross-terms on the total along-track interferometric phase are not easily predictable.
The second phase is on track to be released in the next few weeks, according to Loosemore, with the third phase scheduled for launch at the end of March.
The dispersed phase is solved by tracking the liquid fuel droplets through the flow field.
The result of the extension phase is the set of tracks T= B(1)∪ F(n).
However, phase is an important property: phase relations between different tracks are relevant for the perception and can be severely distorted when not transmitting the phase.
The interface tracking between the phases is accomplished by solving a continuity equation for the volume fraction of one of the phases.
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