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On Maximizing the Throughput of Packet Transmission under Energy Constraints

机译:最大限度地提高能量约束下分组传输吞吐量

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摘要

More and more Internet of Things (IoT) wireless devices have been providing ubiquitous services over the recent years. Since most of these devices are powered by batteries, a fundamental trade-off to be addressed is the depleted energy and the achieved data throughput in wireless data transmission. By exploiting the rate-adaptive capacities of wireless devices, most existing works on energy-efficient data transmission try to design rate-adaptive transmission policies to maximize the amount of transmitted data bits under the energy constraints of devices. Such solutions, however, cannot apply to scenarios where data packets have respective deadlines and only integrally transmitted data packets contribute. Thus, this paper introduces a notion of weighted throughput, which measures how much total value of data packets are successfully and integrally transmitted before their own deadlines. By designing efficient rate-adaptive transmission policies, this paper aims to make the best use of the energy and maximize the weighted throughput. What is more challenging but with practical significance, we consider the fading effect of wireless channels in both offline and online scenarios. In the offline scenario, we develop an optimal algorithm that computes the optimal solution in pseudo-polynomial time, which is the best possible solution as the problem undertaken is NP-hard. In the online scenario, we propose an efficient heuristic algorithm based on optimal properties derived for the optimal offline solution. Simulation results validate the efficiency of the proposed algorithm.
机译:越来越多的东西(物联网)无线设备在近年来一直提供普遍存在的服务。由于大多数这些设备由电池供电,因此要解决的基本折衷是耗尽的能量和无线数据传输中实现的数据吞吐量。通过利用无线设备的速率 - 自适应容量,大多数现有的节能数据传输的工作试图设计速率自适应传输策略,以最大化设备的能量限制下的传输数据比特的量。然而,这种解决方案不能适用于数据分组具有相应截止日期的场景,并且只有整体发送的数据分组有贡献。因此,本文介绍了加权吞吐量的概念,这衡量在自己的截止日期之前成功且一体地传输了数据包的总价值。通过设计高效的速率 - 自适应传输策略,本文旨在充分利用能量并最大化加权吞吐量。更具挑战性,但具有现实意义,我们考虑了无线频道在离线和在线情景中的衰落效果。在离线场景中,我们开发了一种最佳算法,可以计算伪多项式时间中的最佳解决方案,这是最佳的解决方案,因为所承担的问题是NP-HARD。在线方案中,我们提出了一种基于最优脱机解决方案的最佳特性的高效启发式算法。仿真结果验证了所提出的算法的效率。

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