宽带MIMO-OFDM系统的三线性空时频码

A. D. de Almeida, G. Favier, J. Mota
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引用次数: 1

摘要

针对宽带多输入多输出(MIMO)系统的空时频(STF)传输,提出了一种基于正交频分复用(OFDM)的多天线编码框架。被称为PARAFAC的张量分解被用作多流空时频编码器的核心,该编码器在空间(发射天线)、时间(符号周期)和频率(子载波)上联合复用和扩展多个输入流。我们创造了术语三线性STF代码,因为每个输入符号都是通过三重积代码在空时频网格上编码的:每个三线性编码符号被解释为三阶张量的一个元素,可以使用PAFAFAC分析来分解。三线性STF码是为任意数量的发射和接收天线设计的。它们提供不同程度的多路复用——在三个信号维度中的每一个上进行扩展,同时为每个多路复用流提供完整的分集增益。在接收端,由于对接收信号的PARAFAC建模,基于相对简单的线性处理的直接盲解码成为可能。计算机模拟结果提供了在各种配置下所提出的代码的性能评估。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Trilinear Space-Time-Frequency Codes for broadband MIMO-OFDM systems
A new multi-antenna coding framework is proposed for space-time-frequency (STF) transmissions over broadband multiple input multiple output (MIMO) systems based on orthogonal frequency division multiplexing (OFDM). A tensor decomposition known as PARAFAC is used as the core of a multi- stream space-time-frequency coder that jointly multiplex and spreads several input streams over space (transmit antennas), time (symbol periods) and frequency (subcarriers). We coin the term trilinear STF codes since each input symbol is coded over a space-time-frequency grid by a triple product code: each trilinearly coded symbol is interpreted as an element of a third-order tensor, which can be decomposed using PAFAFAC analysis. Trilinear STF codes are designed for an arbitrary number of transmit and receive antennas. They afford a variable degree of multiplexing-spreading over each one of the three signal dimensions while providing full diversity gain for each multiplexed stream. At the receiver, a direct blind decoding based on a relatively simple linear processing is made possible thanks to the PARAFAC modeling of the received signal. Computer simulation results are provided for performance assessment of the proposed codes in a variety of configurations.
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