对每信道使用频率超过一个符号的空时码的研究

M. O. Damen, N. Beaulieu
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引用次数: 6

摘要

空时编码是利用在M个发射天线和T个符号周期上对信息符号进行编码而获得的发射分集来对抗无线信道损伤的一种成熟技术。现有的许多空时码在无线信道上具有良好的性能,但与多天线系统的实际容量相比,它们提供的数据速率较小。对于M=2,3,4和T=2,4,我们研究了M/spl次/T空时分组码,在准静态或快速衰落信道上使用M个符号的速率和T的传输分集,当使用旋转版本的多维二次调幅时,频谱效率为每符号2位。还考虑了对具有更高光谱效率的星座的扩展。我们将所提出的编码推广到任意数量的发射天线M和任意数量的符号周期T,从而我们以每个信道使用M个符号的速率传输,并在快速衰落中实现T的发射分集。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A study of some space-time codes with rates beyond one symbol per channel use
Space-time coding is an established technique for combating the impairments of wireless channels by means of the transmit diversity which is obtained by coding the information symbols over M transmit antennas and T symbol periods. Many existing space-time codes have good performance over the wireless channel, however, they offer small data rates compared to the actual capacity of the multi-antenna system. We study some M/spl times/T space-time block codes, for M=2,3,4 and T=2,4, with a rate of M symbols per channel use and a transmit diversity of T over a quasi-static or fast fading channel when using rotated versions of a multidimensional quadratic amplitude modulation with spectral efficiency of 2 bits per symbol. An extension to constellations with a higher spectral efficiency is also considered. We generalize the proposed codes to any number of transmit antennae M and any number of symbol periods T, such that we transmit at a rate of M symbols per channel use, and achieve a transmit diversity of T in fast fading.
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