4.7 Article

Energy Efficiency Optimization for Multi-Cell Massive MIMO: Centralized and Distributed Power Allocation Algorithms

Journal

IEEE TRANSACTIONS ON COMMUNICATIONS
Volume 69, Issue 8, Pages 5228-5242

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TCOMM.2021.3081451

Keywords

Downlink; Resource management; Massive MIMO; Covariance matrices; Precoding; Optimization; Wireless communication; Energy efficiency; statistical CSI; multi-cell MIMO; max-min fairness; distributed processing

Funding

  1. National Key R&D Program of China [2018YFB1801103]
  2. National Natural Science Foundation of China [61801114, 61631018, 61761136016]
  3. Jiangsu Province Basic Research Project [BK20192002]
  4. Fundamental Research Funds for the Central Universities
  5. National Science Foundation of China (NSFC) [62001423]
  6. Henan Provincial Key Research, Development and Promotion Project [212102210175]
  7. Henan Provincial Key Scientific Research Project for Colleges and Universities [21A510011]
  8. NSFC [62071105]

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This paper investigates energy efficiency optimization in downlink multi-cell massive MIMO systems by utilizing statistical CSI to reduce signaling overhead and designing transmit covariance matrices to maximize minimum EE among neighboring cells. Centralized and distributed optimization schemes, iterative water-filling algorithm, and Asymptotic approximation are used to address complexity and non-convexity issues, demonstrating improved computational efficiency and reduced backhaul burden in the proposed algorithms.
This paper investigates the energy efficiency (EE) optimization in downlink multi-cell massive multiple-input multiple-output (MIMO). In our research, the statistical channel state information (CSI) is exploited to reduce the signaling overhead. To maximize the minimum EE among the neighbouring cells, we design the transmit covariance matrices for each base station (BS). Specifically, optimization schemes for this max-min EE problem are developed, in the centralized and distributed ways, respectively. To obtain the transmit covariance matrices, we first find out the closed-form optimal transmit eigenmatrices for the BS in each cell, and convert the original transmit covariance matrices designing problem into a power allocation one. Then, to lower the computational complexity, we utilize an asymptotic approximation expression for the problem objective. Moreover, for the power allocation design, we adopt the minorization maximization method to address the non-convexity of the ergodic rate, and use Dinkelbach's transform to convert the max-min fractional problem into a series of convex optimization subproblems. To tackle the transformed subproblems, we propose a centralized iterative water-filling scheme. For reducing the backhaul burden, we further develop a distributed algorithm for the power allocation problem, which requires limited inter-cell information sharing. Finally, the performance of the proposed algorithms are demonstrated by extensive numerical results.

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