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A Calculus Approach to Energy-Efficient Data Transmission With Quality-of-Service Constraints

机译:具有服务质量约束的节能数据传输的微积分方法

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Transmission rate adaptation in wireless devices provides a unique opportunity to trade off data service rate with energy consumption. In this paper, we study optimal rate control to minimize transmission energy expenditure subject to strict deadline or other quality-of-service (QoS) constraints. Specifically, the system consists of a wireless transmitter with controllable transmission rate and with strict QoS constraints on data transmission. The goal is to obtain a rate-control policy that minimizes the total transmission energy expenditure while ensuring that the QoS constraints are met. Using a novel formulation based on cumulative curves methodology, we obtain the optimal transmission policy and show that it has a simple and appealing graphical visualization. Utilizing the optimal ldquoofflinerdquo results, we then develop an online transmission policy for an arbitrary stream of packet arrivals and deadline constraints, and show, via simulations, that it is significantly more energy-efficient than a simple head-of-line drain policy. Finally, we generalize the optimal policy results to the case of time-varying power-rate functions.
机译:无线设备中的传输速率适配提供了一个独特的机会来权衡数据服务速率与能耗。在本文中,我们研究最佳速率控制,以在严格的期限或其他服务质量(QoS)约束下最大程度地降低传输能量消耗。具体而言,该系统由无线发射器组成,该无线发射器具有可控制的传输速率,并且对数据传输具有严格的QoS约束。目标是获得一种速率控制策略,以在确保满足QoS约束的同时使总传输能量消耗最小化。使用基于累积曲线方法的新颖公式,我们获得了最佳的传输策略,并表明它具有简单而吸引人的图形可视化效果。利用最佳的“脱机离线”结果,我们针对任意的数据包到达和截止期限约束流开发了一种在线传输策略,并通过仿真显示,它比简单的线头耗油策略明显节能。最后,我们将最优策略结果推广到时变电价函数的情况。

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