By Olga Galinina, Alexey Anisimov, Sergey Andreev, Yevgeni Koucheryavy (auth.), Vassilis Tsaoussidis, Andreas J. Kassler, Yevgeni Koucheryavy, Abdelhamid Mellouk (eds.)
This e-book constitutes the refereed complaints of the eleventh foreign convention on Wired/Wireless net Communications, WWIC 2013, held in St. Petersburg, Russia, in the course of June 5-7, 2013. The 21 revised complete papers provided have been rigorously reviewed and chosen from quite a few submissions. The papers are prepared in topical sections on: MAC and scheduling; mobility; mounted networks; prone and protection; sensor networks; providers; and wireless.
Read or Download Wired/Wireless Internet Communication: 11th International Conference, WWIC 2013, St. Petersburg, Russia, June 5-7, 2013. Proceedings PDF
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Extra resources for Wired/Wireless Internet Communication: 11th International Conference, WWIC 2013, St. Petersburg, Russia, June 5-7, 2013. Proceedings
Sample text
That is, the battery can be fully discharged, even if there is (bound) charge remaining. Intuitively, we see that if the battery is discharged at a higher current, the available charge well is emptied more quickly than it would be if the battery were discharged at a lower current. This reflects the rate capacity effect. At rest, charge flows from the bound charge well to the available charge well until equilibrium h1 = h2 is reached. Replenishing the available charge well in this way reflects the charge recovery effect.
6140 160 180 200 220 Consumed Capacity [mAh] 240 260 Fig. 4. Battery discharge curve for the electrochemical model in BatteryDesignStudio (note that the x-axis begins with the battery partially drained). 6 (both 4mA) have the same discharge curve. In addition to our work on models, there have been some measurement studies of CR2354 Li-coin cells [13,14]. Both of these studies used much higher loads than typical WSNs, with duty cycles ranging from 25-100%. Their results showed the impact of rate capacity and charge recovery effects on available capacity.
AIMD-MAC Protocol with MPR 25 – Aggregate Throughput R: The total number of successful packet transmissions per slot over all nodes; – Packet Delay D: The difference in time slots between the arrival and departure of the same packet. – Fairness F : Fairness is evaluated by Jain’s fairness index (Eq. 7) [14] based on the max-min fairness criterion [1]. F = ( M M 2 m=1 xm ) M × m=1 x2m (7) Rm where xm = O . Rm is the per node throughput of node m and Om is the m fair share defined by the max-min fairness criterion.
