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Now, we calculated the number of pores per unit area using the hexagonal cells of the porous alumina structure (Figure 1).
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Regarding the simulation scenario used, some authors when analyzing handover performance consider the influence of all six adjacent BSs in the hexagonal cell model.
This defines the edge length of the hexagonal cell.
Figure 2 illustrates the hexagonal cell deployment when three narrow beams scan the whole cell area.
The hexagonal cell membrane of individual marginal cells was outlined by labeling with phalloidin (labeled in red in Fig 3).
In this study, we focused on the cell geometry using a hexagonal cell DPF and a conventional square cell DPF.
Here, we use hexagonal cells only for the purpose of geographical routing towards a region.
In this paper we will restrict representations primarily to the most common type of map, which is rectangular, and use hexagonal cells.
To handle dynamic environments efficiently and reliably, we introduce a rendezvous-based data dissemination protocol, namely HexDD, which uses hexagonal cells for geographic routing and provides a fault tolerance mechanism to deal with imperfect conditions of real deployments.
Then we use a periodic hexagonal cell to simulate bubble growth in an isothermal two-dimensional foam, fed by a gaseous blowing agent initially dissolved in the melt to supersaturation.
The rectangular unit cell used for the hexagonal lattice is shown below the plot (dashed lines).
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