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Full-rate full-diversity space-frequency codes with optimum coding advantage

机译:具有最佳编码优势的全速率全分集空频码

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摘要

A general space-frequency (SF) block code structure is proposed that can guarantee full-rate (one channel symbol per subcarrier) and full-diversity transmission in multiple-input multiple-output-orthogonal frequency-division multiplexing (MIMO-OFDM) systems. The proposed method can be used to construct SF codes for an arbitrary number of transmit antennas, any memoryless modulation and arbitrary power-delay profiles. Moreover, assuming that the power-delay profile is known at the transmitter, we devise an interleaving method to maximize the overall performance of the code. We show that the diversity product can be decomposed as the product of the "intrinsic" diversity product, which depends only on the used signal constellation and the code design, and the "extrinsic" diversity product, which depends only on the applied interleaving method and the power delay profile of the channel. Based on this decomposition, we propose an interleaving strategy to maximize the "extrinsic" diversity product. Extensive simulation results show that the proposed SF codes outperform the previously existing codes by about 3-5 dB, and that the proposed interleaving method results in about 1-3-dB performance improvement compared to random interleaving.
机译:提出了一种通用的空频(SF)块码结构,该结构可以保证在多输入多输出正交频分复用(MIMO-OFDM)系统中的全速率(每个子载波一个信道符号)和全分集传输。所提出的方法可以用于构造用于任意数量的发射天线,任何无记忆调制和任意功率延迟分布的SF码。此外,假设发射机的功率延迟曲线是已知的,我们设计了一种交织方法来最大化代码的整体性能。我们表明,分集乘积可以分解为“本征”分集乘积,该乘积仅取决于所使用的信号星座图和代码设计,而“非本征”分集乘积仅取决于所应用的交织方法和通道的功率延迟曲线。基于这种分解,我们提出一种交错策略以最大化“外部”多样性乘积。大量的仿真结果表明,所提出的SF码比现有的SF编码要好3-5 dB,并且所提出的交织方法与随机交织相比,性能提高了约1-3 dB。

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