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Energy Efficiency and Contact Opportunities Tradeoff in Opportunistic Mobile Networks

机译:机会移动网络中的能源效率和联系机会权衡

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摘要

To discover neighbor nodes, nodes in opportunistic mobile networks (OppNets) have to probe their environment continuously. This can be an extremely energy-consuming process. If nodes probe very frequently, a lot of energy will be consumed in the contact probing process and might be inefficient. On the other hand, infrequent contact probing might cause nodes to miss many of their contacts. Therefore, there exists a tradeoff between energy efficiency and contact opportunities in OppNets. To investigate this tradeoff, we first propose a model to investigate the contact probing process based on the random-waypoint model and obtain the expressions of the single detecting probability and the double detecting probability. Moreover, we also demonstrate that among all contact probing strategies with the same average probing interval, which do not have preknowledge of the contact process, the strategy that probes at a constant interval performs better than any arbitrary probing strategy in expectation in the single contact probing process. Then, extensive simulations are conducted to validate the correctness of our proposed model. Finally, based on the proposed model, we analyze the tradeoff between energy efficiency and the total number of effective contacts in the single and double contact probing processes. Our results show that the total number of effective contacts in the single and double contact probing processes has a lower bound and an upper bound, and the good tradeoff points are obviously different when the speed of nodes is different.
机译:为了发现邻居节点,机会移动网络(OppNets)中的节点必须不断探测其环境。这可能是一个非常耗能的过程。如果节点非常频繁地进行探测,则在接触探测过程中将消耗大量能量,并且可能效率很低。另一方面,不频繁的联系人探测可能会导致节点丢失许多联系人。因此,在OppNets中,要在能效和接触机会之间进行权衡。为了研究这种权衡,我们首先提出一个基于随机航点模型的模型来研究接触探测过程,并获得单次检测概率和双次检测概率的表达式。此外,我们还证明,在不具有接触过程预知性的,具有相同平均探测间隔的所有接触探测策略中,以固定间隔探测的策略在预期单个接触探测中的性能要优于任何任意探测策略处理。然后,进行广泛的仿真以验证我们提出的模型的正确性。最后,基于提出的模型,我们分析了单接触和双接触探测过程中的能效与有效接触总数之间的折衷。我们的结果表明,单接触和双接触探测过程中的有效接触总数有一个下限和一个上限,并且当节点速度不同时,良好的折衷点明显不同。

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