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Memory-efficient quasi-cyclic spatially coupled low-density parity-check and repeat-accumulate codes

机译:内存有效的准循环空间耦合低密度奇偶校验和重复累积代码

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The authors propose the construction of spatially coupled low-density parity-check (SC-LDPC) codes using a periodic time-variant quasi-cyclic (QC) algorithm. The QC-based approach is optimised to obtain memory efficiency in storing the parity-check matrix in the decoders. A hardware model of the parity-check storage units has been designed for a Xilinx field-programmable gate array (FPGA), to compare the logic and memory requirements for various approaches. It is shown that the proposed QC SC-LDPC code (with optimisation) can be stored with reasonable logic resources and without the need of block memory in the FPGA. In addition, a significant improvement in the processing speed is also achieved. This study also proposes a new QC algorithm for constructing spatially coupled repeat-accumulate (SC-RA) codes. The proposed construction reduces the implementation complexity of the encoder and subsequently saves significant computational resources required for storing and accessing the circulants in the decoder. The performance of the proposed code is also compared with the standard RA codes through simulations.
机译:作者提出了使用周期性时变准循环(QC)算法构造空间耦合的低密度奇偶校验(SC-LDPC)码。对基于QC的方法进行了优化,以获得在将奇偶校验矩阵存储在解码器中时的存储效率。已为Xilinx现场可编程门阵列(FPGA)设计了奇偶校验存储单元的硬件模型,以比较各种方法的逻辑和存储器要求。结果表明,所提出的QC SC-LDPC代码(经过优化)可以用合理的逻辑资源进行存储,而无需在FPGA中使用块存储器。另外,还实现了处理速度的显着改善。这项研究还提出了一种新的QC算法,用于构造空间耦合重复累积(SC-RA)码。所提出的构造降低了编码器的实现复杂度,并且随后节省了在解码器中存储和访问循环量所需的大量计算资源。拟议代码的性能还通过仿真与标准RA代码进行了比较。

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