具有能量收集基站的异构网络中的呼叫完成概率

Craig Wang, S. Durrani, Jing Guo, Xiangyun Zhou
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引用次数: 8

摘要

在本文中,我们分析了两层异构网络(HetNet)中的呼叫完成概率,其中每层中的所有基站(BSs)仅由能量收集供电。由于能量收集BSs可能需要保持关闭状态并允许充电,因此连接到关闭的BSs的用户需要由相邻的打开的BSs提供服务。从用户的角度来看,呼叫的这种切换可能会影响呼叫性能。我们采用传统蜂窝网络的定义,建立了HetNets的呼叫完成概率。采用现实的BS能量消耗模型并使用随机几何工具,我们得出了在存在瑞利衰落、干扰和能量收集的BSs的情况下,呼叫完成概率的非常严格的上界和下界。我们考察了系统参数对完井概率的影响。结果表明,宏观BS能量收集参数对呼叫完成概率有主导影响。特别是,调用完成概率是宏观BS电池容量和宏观BS重新打开时的最小能量水平的递增函数。然而,只有当宏观BS电池容量和宏观BS回开的最小能量水平较大时,宏观BS能量收集率才是一个递增函数。该结果可用于网络规划,以保证用户在呼叫完成概率方面获得一定的服务质量(QoS)。
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Call completion probability in heterogeneous networks with energy harvesting base stations
In this paper, we analyse the call completion probability in a two-tier heterogeneous network (HetNet), where all base stations (BSs) in each tier are powered solely by energy harvesting. Since energy harvesting BSs may need to be kept OFF and allowed to recharge, users connected to a BS that turns OFF need to be served by neighboring BSs that are ON. This hand-off of a call can impact the call performance from a users point of view. We formulate the call completion probability for HetNets by adapting the definition from traditional cellular networks. Adopting a realistic BS energy consumption model and using tools from stochastic geometry, we derive very tight upper and lower bounds on the call completion probability in the presence of Rayleigh fading, interference and energy harvesting BSs. We examine the impact of the system parameters on the completion probability. The results show that the macro BS energy harvesting parameters have the dominant impact on the call completion probability. In particular, the call completion probability is an increasing function of the macro BS battery capacity and the minimum energy level at which macro BS switches back ON. However, it is an increasing function of the macro BS energy harvesting rate only when the macro BS battery capacity and the minimum energy level at which macro BS switches back ON are large. The results can be used in network planning to ensure certain quality-of-service (QoS) to users in terms of call completion probability.
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