论文标题
无线电动MTC网络的随机几何分析和设计
Stochastic Geometry Analysis and Design of Wireless Powered MTC Networks
论文作者
论文摘要
机器型通信(MTC)对于下一代移动网络的发展至关重要。鉴于MTC设备通常是电池限制的,因此无线电源传输(WPT)和能量收集(EH)已成为可行的选择,以扩大设备的寿命,从而导致无线电动网络。从这个意义上讲,我们考虑了一个设置,其中基站(BS)为WPT负责的传感器组(BS)。此外,EH用于从其他传感器传输的无线信号中收集能量。为了表征从这两种过程中获得的能量,我们将传感器的零星活性作为伯努利随机变量及其以排斥Matérn群集过程的位置进行建模。这样,传感器的随机活性和空间分布就在能量统计的分析中引入。该分析对于系统设计方面(例如能源分配方案或闲置活性时期的优化)可能很有用。作为使用开发分析的示例,我们包括根据比例公平政策的WPT计划的设计。
Machine-type-communications (MTC) are being crucial in the development of next generation mobile networks. Given that MTC devices are usually battery constrained, wireless power transfer (WPT) and energy harvesting (EH) have emerged as feasible options to enlarge the lifetime of the devices, leading to wireless powered networks. In that sense, we consider a setup where groups of sensors are served by a base station (BS), which is responsible for the WPT. Additionally, EH is used to collect energy from the wireless signals transmitted by other sensors. To characterize the energy obtained from both procedures, we model the sporadic activity of sensors as Bernoulli random variables and their positions with repulsive Matérn cluster processes. This way, the random activity and spatial distribution of sensors are introduced in the analysis of the energy statistics. This analysis can be useful for system design aspects such as energy allocation schemes or optimization of idle-active periods, among others. As an example of use of the developed analysis, we include the design of a WPT scheme under a proportional fair policy.