认知无线电系统中OFDM快速混合DFT/DCT体系结构

Zhu Chen, M. Lee, Chang-Joo Kim
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引用次数: 4

摘要

本文提出了DFT矩阵和DCT矩阵的稀疏矩阵分解方法。在此基础上,提出了一种用于OFDM的快速DFT和DCT混合架构。此外,我们还研究了认知无线电系统中基于DFT或DCT的OFDM。认知无线电系统中基于DFT或DCT的自适应OFDM具有使单个载波无效以避免对许可用户产生干扰的能力。因此,对于OFDM收发器上的IDFT/DFT或IDCT/DCT,可能存在相当多的零值输入/输出。因此,DFT和DCT的标准方法由于对零的浪费操作而不再有效。在此基础上,提出了一种基于二维收缩阵列的IDFT/DFT和IDCT/DCT变换分解算法,该算法可以实现认知无线电系统中OFDM的高效计算。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fast Hybrid DFT/DCT Architecture for OFDM in Cognitive Radio System
In this paper, the sparse matrix decompositions for DFT matrix and DCT matrix are proposed. Based on these propositions, we develop a fast hybrid DFT and DCT architecture for OFDM. In addition, we address the OFDM based on DFT or DCT in Cognitive Radio system. An adaptive OFDM based on DFT or DCT in Cognitive Radio system has the capacity to nullify individual carriers to avoid interference to the licensed users. Therefore, there could be a considerably large number of zero-valued inputs/outputs for the IDFT/DFT or IDCT/DCT on the OFDM transceiver. Hence, the standard methods of DFT and DCT are no longer efficient due to the wasted operations on zero. Based on this observation, we present a transform decomposition on two dimensional (2-D) systolic array for IDFT/DFT and IDCT/DCT, this algorithm can achieve an efficient computation for OFDM in Cognitive Radio system.
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