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Application of Quasi-Orthogonal Space-Time Block Codes in Beamforming

机译:准正交空时分组码在波束成形中的应用

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摘要

It is well known that when channel information is available at the transmitter, transmit beamforming scheme can be employed to enhance the performance of a multiple-antenna system. Recently, Jongren et al. and Zhou-Giannakis proposed a new performance criterion based on partial channel side information at the transmitter. With this criterion, an optimal beamforming matrix was constructed for the orthogonal space-time block codes. However, the same method has not been applied to the recently proposed quasi-orthogonal space-time block codes (QSTBCs) due to the nonorthogonal nature of the quasi-orthogonal designs. In this paper, the issue of combining beamforming with QSTBCs is addressed. Based on our asymptotic analysis, we extend the beamforming scheme from Jongren et al. and construct the beamforming matrices for the quasi-orthogonal designs. The proposed beamforming scheme accomplishes high transmission rate as well as high-order spatial diversity. The new QSTBC beamformer can be presented as a novel four-directional or eight-directional eigen-beamformer that works for systems with four or more transmit antennas. Simulations for systems with multiple transmit antennas demonstrate significant performance improvement over several other widely used beamforming methods at various SNRs and for channels with different quality of feedback.
机译:众所周知,当在发射机处可获得信道信息时,可以采用发射波束成形方案来增强多天线系统的性能。最近,Jongren等。 Zhou-Giannakis和Zhou-Giannakis提出了一种基于发射机端部分信道边信息的新性能标准。利用该标准,为正交空时分组码构造了最佳波束成形矩阵。但是,由于准正交设计的非正交性质,该方法尚未应用于最近提出的准正交空时分组码(QSTBC)。在本文中,解决了将波束成形与QSTBC相结合的问题。基于渐近分析,我们扩展了Jongren等人的波束成形方案。并构建准正交设计的波束成形矩阵。所提出的波束形成方案实现了高传输速率以及高阶空间分集。新的QSTBC波束形成器可以表现为一种新颖的四向或八向本征波束形成器,适用于具有四个或更多发射天线的系统。具有多个发射天线的系统的仿真表明,在各种SNR以及具有不同反馈质量的信道上,与其他几种广泛使用的波束成形方法相比,其性能有了显着提高。

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