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On the stability of random access with energy harvesting and collision resolution

机译:具有能量收集和冲突解决的随机访问的稳定性

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This paper studies the queues stability in a random access network in which the nodes have finite energy sources. The network consists of two nodes, each having a battery for energy storage. Each transmission consumes a fixed amount of energy, and the batteries are replenished through energy harvesting. Moreover, the nodes leverage the feedback information for collision resolution. In case of a collision, the destination stores the collided packets, and sends negative acknowledgement (NACK). Once the NACK is heard, one of the nodes retransmits its collided packet. The destination uses the retransmitted packet and the stored collided packets to recover the two packets involved in the collision. Therefore, the two nodes are served in two transmissions, but the retransmitting node has used more energy in the process. To characterize the stability region of this system, each node is modeled with two queues, the first for storing packets and the second models the energy in the battery. The random access nature of the network, as well as the interdependence between the battery and packet queues in each node, result in an interacting system of queues. To decouple this interaction, and characterize the stability region, we resort to a dominant system approach for the analysis. The stability region obtained is compared with the stability region of the system without energy constraints, and the losses due to finite energy are identified.
机译:本文研究了节点具有有限能源的随机访问网络中的队列稳定性。该网络由两个节点组成,每个节点都有一个用于存储能量的电池。每个传输消耗固定量的能量,并且通过能量收集来补充电池。此外,节点利用反馈信息来解决冲突。在发生冲突的情况下,目标存储冲突的数据包,并发送否定确认(NACK)。听到NACK后,其中一个节点会重新传输其冲突的数据包。目的地使用重传的数据包和存储的冲突数据包来恢复冲突中涉及的两个数据包。因此,两个节点在两次传输中被服务,但是重传节点在此过程中使用了更多的能量。为了表征该系统的稳定区域,每个节点都使用两个队列建模,第一个用于存储数据包,第二个用于建模电池中的能量。网络的随机访问性质,以及每个节点中电池队列和数据包队列之间的相互依赖性,导致了一个交互的队列系统。为了使这种相互作用脱钩,并描述稳定区域,我们采用主导系统方法进行分析。将获得的稳定区域与没有能量限制的系统的稳定区域进行比较,并确定由于有限能量而造成的损耗。

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