Abstract

This paper investigates the fundamental energy efficiency–spectral efficiency (EE–SE) relationship in a multiple-input–multiple-output (MIMO) orthogonal frequency-division multiple-access (OFDMA) broadcast channel with a practical power model considering the power consumption due to the number of admitted users, as well as the number of active transmit antennas. However, with this power model, the EE–SE tradeoff optimization problem, which jointly optimizes the transmit covariance matrices while determining the optimal admitted user set and the active transmit antenna set, is nonconvex, and hence, it is extremely difficult to solve directly. As a result, we propose an algorithm that decouples the multicarrier EE optimization problem to a set of single-carrier EE optimization problems. For the single-carrier EE optimization problem, we first investigate the EE–SE tradeoff problem with a fixed admitted user set and transmit antenna set. Under this setup, we prove that the EE–SE relationship is a quasiconcave function. Furthermore, EE is proved to be either strictly decreasing with SE or first strictly increasing and then strictly decreasing with SE. Based on these findings, we propose a two-layer resource allocation algorithm to tackle the comprehensive EE–SE tradeoff problem. Meanwhile, since admitting more users and activating more transmit antennas can achieve a higher sum rate at the cost of larger transmit-independent power consumption, there exists a tradeoff between sum-rate gain and power consumption. We therefore study the user and antenna selection approach to further explore the optimal tradeoff. Both the optimal exhaustive search and the Frobenius-norm-based dynamic selection schemes are developed to further improve the achievable EE. To further reduce the computational complexity, a strategy that chooses a fixed admitted user set for all the subcarriers is developed. Simulation results confirm the theoretical findings and demonstrate that the proposed resource allocation algorithm can efficiently approach the optimal EE–SE tradeoff.

Highlights

  • O VER the past few decades, significant efforts have been directed toward improving the spectral efficiency (SE) of wireless communication systems to support the massiveManuscript received September 24, 2014; revised July 8, 2015; accepted August 3, 2015

  • We have investigated the fundamental efficiency–spectral efficiency (EE–SE) relationship in a multiple-input multiple-output (MIMO)-orthogonal frequency-division multiple-access (OFDMA) broadcast channels (BCs) scenario

  • A practical power model, which is related to the number of admitted users and the number of active transmit antennas, is considered

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Summary

INTRODUCTION

O VER the past few decades, significant efforts have been directed toward improving the spectral efficiency (SE) of wireless communication systems to support the massive. In [18], Xu et al tackled the EE maximization problem in downlink MIMO systems and extended their work in [19], where a novel optimization approach with transmit covariance optimization and an antenna selection scheme is developed for improving the EE in the context of MIMO-BC. In [28], the EE–SE tradeoff considering circuit power was studied for energy-constrained wireless multihop networks with a single source–destination pair. Based on the quasiconcave property, a two-layer resource allocation algorithm is proposed to solve the EE–SE tradeoff problem with the fixed admitted user set and transmit antenna set. With the proposed two-layer solution for the EE–SE tradeoff problem, we study the user and antenna selection approach to further explore the optimal tradeoff. In contrast to the proposed dynamic solution where the admitted user set is considered for different subcarriers, a selection strategy that chooses a fixed admitted user set for all the subcarriers is developed to reduce computational complexity

Main Contributions
Organization and Notation
System Model
Problem Formulation
FUNDAMENTALS OF ENERGY EFFICIENCY–SPECTRAL EFFICIENCY RELATIONSHIP
EQUIVALENCE AND DUALITY
DUAL MULTIPLE ACCESS CHANNEL OPTIMIZATION PROBLEM
Data Rate Balancing
USER AND ANTENNA SELECTION STRATEGY
LOW-COMPLEXITY FIXED SELECTION APPROACH
VIII. SIMULATION RESULTS
CONCLUSION
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