异步协同系统频选信道下基于线性预处理的DSTC结构设计

Linear Pre-processing based DSTC Scheme for Asynchronous Cooperative Systems under Frequency-Selective Channels

  • 摘要: 在协同中继系统中,应用分布式空时码(Distributed Space Time Coding, DSTC),可以在有效提高系统效率的同时获得全协同分集。但是,各中继节点的异步传输和节点间的多径衰落会破坏空时码字的结构,使之不能获得全分集。本文针对两中继的异步协同系统,提出了一种频率选择性信道下的基于线性预处理的DSTC传输结构。在此传输结构中,源节点对发送数据块进行预处理后发送给中继节点,中继节点对接收信号进行简单的共轭重排等处理,使得在目的节点形成DSTC的结构。其中,为抵抗异步传输和多径衰落引入的符号间干扰(Inter-symbol Interference, ISI),在源节点处和中继节点处均加入循环前缀(Cyclic Prefix, CP)。于是目的节点对接收到的信号进行DFT处理后,可以运用ML算法对数据信息进行检测。理论分析和仿真表明,当存在定时误差和节点间为频率选择性信道时,目的节点运用ML检测算法该传输结构可获得全空间分集和全多径分集。然后,本文考虑了信道各径延迟为整数倍符号周期的情况,并且证明了该传输结构的分集增益只与节点间信道的有效信道长度有关。

     

    Abstract: Employing Distributed Space Time Coding (DSTC) at relay nodes, cooperative networks can achieve high bandwidth efficiency along with the full cooperative diversity. However, the time offsets among the relay nodes and multipath fading between nodes will destroy the structure of DSTC, which may drastically undermine the diversity potential of cooperative networks. This paper proposes a novel DSTC transmission scheme based on linear pre-processing for asynchronous cooperative systems with two relay nodes over frequency selective channels. In this proposed scheme, the data blocks are pre-processed at the source node and forwarded to relay nodes, and then permutation and conjugation operations are employed at the relay nodes to construct DSTC structure at the destination node. To combat the inter symbol interference (ISI) from multipath fading and timing errors, the cyclic prefix (CP) based transmission is considered at both the source node and the relay nodes. After DFT operations at the destination node, maximum likelihood (ML) detection can be applied to recover the transmitted signals. The analysis and simulation results demonstrate that the proposed scheme can achieve full space diversity and full multipath diversity for cooperative communication over frequency selective channels in the presence of asynchronism between relay nodes. Furthermore, the case that the time delay between multipath components is integral multiple symbol periods is considered in this paper. It is proved that the diversity order of the proposed scheme is only related with the effective channel length.

     

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