Abstract
This paper addresses the energy usage concerns in Ultra-Dense Networks (UDNs) with focus on the energy consumption of the base stations (BSs), given that base stations consume 80% of the total network energy. It models the Network Energy Efficiency (NEE) optimization problem using stochastic geometry. The NEE optimization problem takes into consideration the user's Quality-of-service (QoS), inter-cell interference as well as each user's spectral efficiency. The formulated NEE optimization problem is of type NP-hard, due to the user-cell association. The proposed solution to the formulated optimization problem makes use of constraint relaxation to transform the NP-hard problem into a more solvable, convex and linear optimization one. This combined with Lagrangian dual decomposition is used to create a distributed solution. After cell-association and resource allocation phases, the proposed solution performs a Cell On/Off to further reduce power consumption. Then finally, the performance of the proposed scheme is examined in comparison to four other UDN NEE management schemes under different network scenarios. The results obtained show that the proposed scheme's performance is the closest to the Exhaustive Search algorithm, which demonstrates the superiority of the proposed scheme to the other sub-optimal schemes.
Published Version
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