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Cell partitions associated to UAVs given the non-uniform spatial distribution of users. 

Cell partitions associated to UAVs given the non-uniform spatial distribution of users. 

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Conference Paper
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In this paper, the effective use of unmanned aerial vehicles (UAVs) as flying base stations that can provide wireless service to ground users is investigated. In particular, a novel framework for optimizing the performance of such UAV-based wireless systems, in terms of the average number of bits (data service) transmitted to users under flight tim...

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Context 1
... continuous control function can also be considered in our model. The simulation parameters are listed in Table I. We compare our results, obtained based on the proposed optimal cell partitioning approach, with the classical weighted Voronoi diagram baseline. Note that, all statistical results are averaged over a large number of independent runs. Fig. 2 shows the proposed optimal cell partitions and the classical weighted Voronoi diagram. In this case, we consider 5 UAVs that provide service for the non-uniformly distributed ground users (truncated Gaussian distribution). Moreover, we assume that the maximum flight time of each UAV is 30 minutes which corresponds to the typical flight ...
Context 2
... cell partitions and the classical weighted Voronoi diagram. In this case, we consider 5 UAVs that provide service for the non-uniformly distributed ground users (truncated Gaussian distribution). Moreover, we assume that the maximum flight time of each UAV is 30 minutes which corresponds to the typical flight time for quad- copter UAVs. In Fig. 2, areas shown by a darker color have a higher population density. As we can see from Fig. 2b, the cell partitions associated with UAVs 3 and 4 have significantly more users than cell partition 1. Therefore, given the limited flight times, users located at cell partitions 3 and 4 cannot be fairly served by UAVs. However, in the proposed ...
Context 3
... 5 UAVs that provide service for the non-uniformly distributed ground users (truncated Gaussian distribution). Moreover, we assume that the maximum flight time of each UAV is 30 minutes which corresponds to the typical flight time for quad- copter UAVs. In Fig. 2, areas shown by a darker color have a higher population density. As we can see from Fig. 2b, the cell partitions associated with UAVs 3 and 4 have significantly more users than cell partition 1. Therefore, given the limited flight times, users located at cell partitions 3 and 4 cannot be fairly served by UAVs. However, in the proposed optimal cell partitioning case (obtained by Algorithm 1), the cell partitions change such ...

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