现有的关于物理层网络编码(PNC)的研究多建立在时钟已完全同步的基础上,对PNC的符号时钟同步研究较少。而实际上符号时钟在PNC中是必不可少的。针对这一问题,该文提出一种新的基于正交训练序列适用于双向中继信道PNC的符号时钟估计方法...现有的关于物理层网络编码(PNC)的研究多建立在时钟已完全同步的基础上,对PNC的符号时钟同步研究较少。而实际上符号时钟在PNC中是必不可少的。针对这一问题,该文提出一种新的基于正交训练序列适用于双向中继信道PNC的符号时钟估计方法。该方法根据最大似然估计准则,运用基于离散傅里叶变换(DFT)的插值算法来估计时钟误差。仿真结果表明,所提出的DFT插值算法性能优越,在信噪比(SNR)大于10 d B的条件下,系统的均方误差(MSE)性能比经典优选采样点法提升1个数量级,并且非常逼近修正克拉美罗界(MCRB)。展开更多
现有的基于特征值或谱密度的频谱感知算法,多分别使用近似高斯分布和Tracy-Widom分布来分别分析求解检验统计量在信号是否存在时的分布,未能给出统一的解析表达式。该文提出均匀线阵(ULA)条件下基于空间谱密度比的频谱感知算法,并且基...现有的基于特征值或谱密度的频谱感知算法,多分别使用近似高斯分布和Tracy-Widom分布来分别分析求解检验统计量在信号是否存在时的分布,未能给出统一的解析表达式。该文提出均匀线阵(ULA)条件下基于空间谱密度比的频谱感知算法,并且基于顺序统计量的最新研究成果,给出检验统计量统一的闭合表达式。该算法基于离散空间谱密度最大最小值的比建立检验统计量。仿真结果表明,对于8阵元的ULA,在采样点数为1000、检测概率为0.9时,所提算法比最大最小特征值(MME)比算法有约1.7 d B的性能优势,同时也有效验证了检验统计量理论分布的准确性。展开更多
A simple four-dimensional system with only one control parameter is proposed in this paper. The novel system has a line or no equilibrium for the global control parameter and exhibits complex transient transition beha...A simple four-dimensional system with only one control parameter is proposed in this paper. The novel system has a line or no equilibrium for the global control parameter and exhibits complex transient transition behaviors of hyperchaotic attractors, periodic orbits, and unstable sinks. Especially, for the nonzero-valued control parameter, there exists no equilibrium in the proposed system, leading to the formation of various hidden attractors with complex transient dynamics. The research results indicate that the dynamics of the system shows weak chaotic robustness and depends greatly on the initial states.展开更多
A novel architecture for computing the fast Fourier transform ( FFT ) on programmable devices is presented.To improve the system operation speed , a hybrid parallel FFT algorithm is used.Results indicate that the use ...A novel architecture for computing the fast Fourier transform ( FFT ) on programmable devices is presented.To improve the system operation speed , a hybrid parallel FFT algorithm is used.Results indicate that the use of an 8×8parallel structure for realizing the 64-point FFT leads to a 8times higher processing speed compared with its counterparts employing other series of techniques.展开更多
文摘现有的关于物理层网络编码(PNC)的研究多建立在时钟已完全同步的基础上,对PNC的符号时钟同步研究较少。而实际上符号时钟在PNC中是必不可少的。针对这一问题,该文提出一种新的基于正交训练序列适用于双向中继信道PNC的符号时钟估计方法。该方法根据最大似然估计准则,运用基于离散傅里叶变换(DFT)的插值算法来估计时钟误差。仿真结果表明,所提出的DFT插值算法性能优越,在信噪比(SNR)大于10 d B的条件下,系统的均方误差(MSE)性能比经典优选采样点法提升1个数量级,并且非常逼近修正克拉美罗界(MCRB)。
文摘现有的基于特征值或谱密度的频谱感知算法,多分别使用近似高斯分布和Tracy-Widom分布来分别分析求解检验统计量在信号是否存在时的分布,未能给出统一的解析表达式。该文提出均匀线阵(ULA)条件下基于空间谱密度比的频谱感知算法,并且基于顺序统计量的最新研究成果,给出检验统计量统一的闭合表达式。该算法基于离散空间谱密度最大最小值的比建立检验统计量。仿真结果表明,对于8阵元的ULA,在采样点数为1000、检测概率为0.9时,所提算法比最大最小特征值(MME)比算法有约1.7 d B的性能优势,同时也有效验证了检验统计量理论分布的准确性。
基金supported by the National Natural Science Foundation of China(Grant No.51277017)the Natural Science Foundation of Jiangsu Province,China(Grant No.BK2012583)the Fundamental Research Funds for the Central Universities of China(Grant No.NS2014038)
文摘A simple four-dimensional system with only one control parameter is proposed in this paper. The novel system has a line or no equilibrium for the global control parameter and exhibits complex transient transition behaviors of hyperchaotic attractors, periodic orbits, and unstable sinks. Especially, for the nonzero-valued control parameter, there exists no equilibrium in the proposed system, leading to the formation of various hidden attractors with complex transient dynamics. The research results indicate that the dynamics of the system shows weak chaotic robustness and depends greatly on the initial states.
基金Supported by the National Natural Science Foundation of China(60801052)the Aeronautical Science Foundation of China(2009ZC52036)+1 种基金the Ph.D.Programs Foundation of China's Ministry of Education(200802871056)the Nanjing University of Aeronautics & Astronautics Research Funding(NS2010109,NS2010114)
文摘A novel architecture for computing the fast Fourier transform ( FFT ) on programmable devices is presented.To improve the system operation speed , a hybrid parallel FFT algorithm is used.Results indicate that the use of an 8×8parallel structure for realizing the 64-point FFT leads to a 8times higher processing speed compared with its counterparts employing other series of techniques.
