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Performances Analysis of Algebraic Space Time Code under Correlated and Uncorrelated Channels

机译:相关和不相关通道下代数空间时间码的性能分析

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With their very Algebraic-construction based on Quaternionic algebra, Algebraic Space Time Codes (ASTC), called the Golden codes, have a full rate, full diversity and non-vanishing constant minimum determinant for increasing spectral efficiency. They have also uniform average transmitted energy per antenna and good shaping, readily lend themselves to high data rate situations. In this paper, we first analyze the performances of the ASTC codes in correlated Rayleigh channel. We consider a coherent demodulator using different decoding schemes and we analyze the Bit Error Rate (BER). In order to increase the spectral efficiency and to maximize the coding gain, ASTC have been proposed for MIMO flat fading channels. To deal with the frequency selectivity, we use the OFDM modulation. So we analyze the performances of an ASTC-MIMO-OFDM system in terms of BER. Finally, we investigate the impact of spatial correlation on the ASTC code design in terms of BER and capacity.
机译:利用基于四元数代数的非常代数施工,代数空间时间码(ASTC)称为黄金代码,具有全速率,全部多样性和非消失的恒定最小决定因子,用于增加光谱效率。它们也有每个天线的平均均匀传输能量和良好的成型,容易借给高数据速率情况。在本文中,我们首先分析相关瑞利信道中ASTC码的性能。我们考虑使用不同解码方案的相干解调器,并分析误码率(BER)。为了提高光谱效率并最大化编码增益,已提出ASTC用于MIMO平坦衰落通道。要处理频率选择性,我们使用OFDM调制。因此,我们在BER方面分析了ASTC-MIMO-OFDM系统的表演。最后,我们研究了在BER和容量方面对ASTC代码设计的空间相关性的影响。

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