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Energy-efficient joint BS and RS sleep scheduling in relay-assisted cellular networks

机译:中继辅助蜂窝网络中的节能BS和RS联合睡眠调度

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The deployment of relay stations (RSs) offers a promising and viable approach to satisfy the increasing need of high data rate in cellular networks. With the expected increase of the number of RSs, the energy efficiency (EE) becomes a crucial system design parameter. One of the most effective energy saving methods is to switch off some stations. In this paper, joint base station (BS) and RS sleep scheduling algorithms are investigated in relay-assisted cellular networks. We aim to maximize the EE of the relay-assisted cellular networks under the spectral efficiency (SE) constraint. First, we establish a mathematical model which is a mixed integer nonlinear fractional programming problem. To solve it with globally optimal solution, a branch and bound (BnB) algorithm based on the denominator interval values of the objective function is designed and its convergence is proved theoretically. Then, two kinds of sub-optimal algorithms are proposed to compare with the optimal algorithm: one is a greedy algorithm and the other is based on the Cellular Automata (CA) theory. Simulation results are presented to demonstrate the effectiveness of our algorithms. (C) 2016 Elsevier B.V. All rights reserved.
机译:中继站(RS)的部署提供了一种有希望且可行的方法,可以满足蜂窝网络中对高数据速率不断增长的需求。随着RS数量的预期增加,能源效率(EE)成为关键的系统设计参数。最有效的节能方法之一是关闭某些站点。本文研究了中继辅助蜂窝网络中的联合基站(BS)和RS睡眠调度算法。我们的目标是在频谱效率(SE)约束下最大化中继辅助蜂窝网络的EE。首先,我们建立一个数学模型,它是一个混合整数非线性分数规划问题。为了用全局最优解求解该问题,设计了一种基于目标函数分母间隔值的分支定界(BnB)算法,并从理论上证明了其收敛性。然后,提出了两种次优算法与最优算法进行比较:一种是贪婪算法,另一种是基于元胞自动机(CA)理论的。仿真结果表明了我们算法的有效性。 (C)2016 Elsevier B.V.保留所有权利。

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