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pertains not only to the capacity depending on the finite maximum power of the transmitter (in this case 42 dBm), but also to the pole capacity. The graph shown in Figure 9.13 represent average values over 100 Monte-Carlo simulations. The worst case scenario includes coverage holes (i.e. places with increased propagation attenuation) which make the network require more power resources to close them [5]. This effect is intentionally amplified by assuming a macrocellular environment with higher power demands. The author of [5] proposes an antenna azimuth optimisation algorithm based on attempts of avoiding these holes by properly adjusting the azimuth settings. The authors of [2,3] also consider random azimuth variations in an ideal hexagonal grid but change each sector antenna direction independently, given the same network conditions as for the irregular base station distribution presented in Section 9.2.1. The resulting changes have a normal distribution with average deviation of 9 1 or 18 2 depending on the assumed scenario. The results show only small degradations in the network performance when azimuths are randomly varied. The softer handover probability, clearly, is the most influenced performance measure in that case. And adding indoor users does not change the situation significantly. It is worth mentioning that the results were obtained for sites located in a triangular grid. For highly deviated base station locations, as in real life situations, improper azimuth assignments might cause a significant network performance drop (see 15).

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During the distributed navigation, waves create a variety of persistent and temporary infrastructures interlinking knowledge, processes, and computers. This allows the distributed solutions to be highly integral ( conscious ), goal-driven, internally and externally controllable, and self-recovering after damages.

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