Hybrid precoding can reduce the number of required radio frequency(RF)chains in millimeter-Wave(mmWave) massive MIMO systems. However, existing hybrid precoding based on singular value decomposition(SVD) requires the ...Hybrid precoding can reduce the number of required radio frequency(RF)chains in millimeter-Wave(mmWave) massive MIMO systems. However, existing hybrid precoding based on singular value decomposition(SVD) requires the complicated bit allocation to match the different signal-to-noise-ratios(SNRs) of different sub-channels. In this paper,we propose a geometric mean decomposition(GMD)-based hybrid precoding to avoid the complicated bit allocation. Specifically,we seek a pair of analog and digital precoders sufficiently close to the unconstrained fully digital GMD precoder. To achieve this, we fix the analog precoder to design the digital precoder, and vice versa. The analog precoder is designed based on the orthogonal matching pursuit(OMP) algorithm, while GMD is used to obtain the digital precoder. Simulations show that the proposed GMD-based hybrid precoding achieves better performance than the conventional SVD-based hybrid precoding with only a slight increase in complexity.展开更多
现有的GMD-TH(Geometric Mean Decomposition-Tomlison Harashima)预编码方案在发射端未对获得MIMO(Multiple-Input-Multiple-Output)信道增益矩阵优化,因而其误码率和分集增益无法获得令人满意的效果。为此,在原有MIMO系统GMD-TH预编...现有的GMD-TH(Geometric Mean Decomposition-Tomlison Harashima)预编码方案在发射端未对获得MIMO(Multiple-Input-Multiple-Output)信道增益矩阵优化,因而其误码率和分集增益无法获得令人满意的效果。为此,在原有MIMO系统GMD-TH预编码的基础上,提出一种基于格规约辅助的GMD-TH预编码方案。该方案采用基于格规约的算法对信道矩阵进行优化,经过优化的信道矩阵其列向量之间具有更好的正交性并且向量的长度更短,并且采用优化的信道矩阵提高了GMD-TH预编码MIMO系统的分集增益。仿真结果表明:相比于传统的线性预编码方案,该预编码方案有效地提高了MIMO分集增益,相同误码率下,信噪比降低3 dB以上,具有实用价值。展开更多
针对收发两端已知信道状态信息的MIMO(multiple input multiple output)系统,研究基于GMD(geometric mean decomposition)算法的VBLAST(vertical bell lab layered space-time)系统空间分集与复用性能。该算法将MIMO信道分解为多个具有...针对收发两端已知信道状态信息的MIMO(multiple input multiple output)系统,研究基于GMD(geometric mean decomposition)算法的VBLAST(vertical bell lab layered space-time)系统空间分集与复用性能。该算法将MIMO信道分解为多个具有相同信噪比的并行子信道,其编解码复杂度低,易于实现。在高信噪比下,对该算法的分集与复用曲线进行分析,结果表明该算法的空间分集与复用性能与最优曲线相比是次优的,但优于其他VBLAST方案。展开更多
针对Alamouti空时块编码复用增益损失的问题,提出了两组Alamouti编码方案。在此基础上,为了改善系统的误码率(BER)性能和简化接收端复杂度,提出了将几何均值分解(GMD)算法和非线性预编码技术相结合的两组Alamouti传输方案。该方案的设...针对Alamouti空时块编码复用增益损失的问题,提出了两组Alamouti编码方案。在此基础上,为了改善系统的误码率(BER)性能和简化接收端复杂度,提出了将几何均值分解(GMD)算法和非线性预编码技术相结合的两组Alamouti传输方案。该方案的设计方法为:首先等效出两组Alamouti空时块编码系统的信道矩阵;进而,通过GMD算法对等效信道矩阵进行收发端联合设计;最后,在发射端应用脏纸(dirty paper coding,DPC)和Tomlinson-Harashima precoding(THP)非线性预编码技术,消除发送信号间的干扰,从而使系统获得更好的误码率性能。通过仿真结果对比发现,提出的系统可以显著地改善误码率性能。展开更多
基金supported by the National Natural Science Foundation of China for Outstanding Young Scholars (Grant No. 61722109)the National Natural Science Foundation of China (Grant No. 61571270)the Royal Academy of Engineering through the UK–China Industry Academia Partnership Programme Scheme (Grant No. UK-CIAPP\49)
文摘Hybrid precoding can reduce the number of required radio frequency(RF)chains in millimeter-Wave(mmWave) massive MIMO systems. However, existing hybrid precoding based on singular value decomposition(SVD) requires the complicated bit allocation to match the different signal-to-noise-ratios(SNRs) of different sub-channels. In this paper,we propose a geometric mean decomposition(GMD)-based hybrid precoding to avoid the complicated bit allocation. Specifically,we seek a pair of analog and digital precoders sufficiently close to the unconstrained fully digital GMD precoder. To achieve this, we fix the analog precoder to design the digital precoder, and vice versa. The analog precoder is designed based on the orthogonal matching pursuit(OMP) algorithm, while GMD is used to obtain the digital precoder. Simulations show that the proposed GMD-based hybrid precoding achieves better performance than the conventional SVD-based hybrid precoding with only a slight increase in complexity.
文摘现有的GMD-TH(Geometric Mean Decomposition-Tomlison Harashima)预编码方案在发射端未对获得MIMO(Multiple-Input-Multiple-Output)信道增益矩阵优化,因而其误码率和分集增益无法获得令人满意的效果。为此,在原有MIMO系统GMD-TH预编码的基础上,提出一种基于格规约辅助的GMD-TH预编码方案。该方案采用基于格规约的算法对信道矩阵进行优化,经过优化的信道矩阵其列向量之间具有更好的正交性并且向量的长度更短,并且采用优化的信道矩阵提高了GMD-TH预编码MIMO系统的分集增益。仿真结果表明:相比于传统的线性预编码方案,该预编码方案有效地提高了MIMO分集增益,相同误码率下,信噪比降低3 dB以上,具有实用价值。
文摘针对收发两端已知信道状态信息的MIMO(multiple input multiple output)系统,研究基于GMD(geometric mean decomposition)算法的VBLAST(vertical bell lab layered space-time)系统空间分集与复用性能。该算法将MIMO信道分解为多个具有相同信噪比的并行子信道,其编解码复杂度低,易于实现。在高信噪比下,对该算法的分集与复用曲线进行分析,结果表明该算法的空间分集与复用性能与最优曲线相比是次优的,但优于其他VBLAST方案。
文摘针对Alamouti空时块编码复用增益损失的问题,提出了两组Alamouti编码方案。在此基础上,为了改善系统的误码率(BER)性能和简化接收端复杂度,提出了将几何均值分解(GMD)算法和非线性预编码技术相结合的两组Alamouti传输方案。该方案的设计方法为:首先等效出两组Alamouti空时块编码系统的信道矩阵;进而,通过GMD算法对等效信道矩阵进行收发端联合设计;最后,在发射端应用脏纸(dirty paper coding,DPC)和Tomlinson-Harashima precoding(THP)非线性预编码技术,消除发送信号间的干扰,从而使系统获得更好的误码率性能。通过仿真结果对比发现,提出的系统可以显著地改善误码率性能。
