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基于高原复杂通信场景下的超大规模MIMO混合场信道估计

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由于高原地区重山环绕,通信条件较差,会导致通信系统的容量降低,于是通过在基站端部署超大规模的天线阵列,即超大规模多输入输出(Extra-Large Multiple-Input Multiple-Output,XL-MIMO)技术,从而提高通信系统吞吐率.为了能够保证XL-MIMO系统容量,获取准确的信道状态信息至关重要.随着基站天线数的增多,在信道估计过程中会带来较高的导频开销,从而降低通信效率.然而在XL-MIMO系统中,信道具有稀疏的特性,因此文章提出一种基于伍德伯里变换的OMP压缩感知算法来估计信道,从而能够降低导频开销.具体地,传统的OMP算法中有矩阵求逆的操作,然后基于"伍德伯里"变换将矩阵求逆的操作转化成另一种求逆的步骤,通过仿真与传统的OMP算法相比性能上并没有损失,验证了提出来算法的有效性.
Hybrid-Field Channel Estimation on Ultra-Large MIMO in Complex Communication Scenarios on Plateau
That the plateau area surrounded by heavy mountains with poor communication conditionsresults in a de-crease of the capacity of the communication system.To address this issue,the ultra-large-scale antenna array at the base station end,known as Extra-Large Multiple-Input Multiple-Output(XL-MIMO)technology is deployed,so as to improve the throughput rate of the communication system.To maintain the XL-MIMO system capacity,it is essential to obtain accurate channel state information.With an increasing number of base station antennas,the pilot overhead will be higher in the channel estimation process,which will reduce the communication efficiency.However,in XL-MIMO systems,the channel has the characteristics of sparseness,so this paper proposes an OMP(Orthogonal Match-ing Pursuit)compressive sensing algorithm based on the Woodbury transform to estimate the channel so as toreduce the pilot overhead.Specifically,the traditional OMP algorithm has the operation of matrix inversion,and then the ma-trix inversion operation is transformed into another step of inversion based on the Woodbury transform,and the effec-tiveness of the proposed algorithm is verified by simulation without loss of performance compared with the tradition-al OMP algorithm.

ComplexcommunicationsinplateauXL-MIMOOMPalgorithmWoodbury FormulaHybrid-fieldchannel

黄欢、张钧鑫

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西藏大学信息科学技术学院,拉萨 850000

西藏大学信息技术国家级实验教学示范中心,拉萨 850000

高原复杂通信 XL-MIMO OMP算法 伍德伯里变换 混合场信道

西藏大学研究生高水平人才培养计划项目2021年度武汉理工大学-西藏大学西藏经济社会发展与高原科学研究共建创新基金专项

2021-GSP-S122lzt2021007

2024

西藏科技
西藏科技信息研究所

西藏科技

影响因子:0.202
ISSN:1004-3403
年,卷(期):2024.46(7)
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