Acta Physica Sinica, Volume. 68, Issue 21, 210501-1(2019)

A quadratic polynomial receiving scheme for sine signals enhanced by stochastic resonance

Guang-Kai Liu1、*, Hou-De Quan1, Yan-Mei Kang2, Hui-Xian Sun1, Pei-Zhang Cui1, and Yue-Ming Han3
Author Affiliations
  • 1Department of Electronics and Optical Engineering, Army Engineering University, Shijiazhuang 050003, China
  • 2School of Mathematics and Statistics, Xi’an Jiaotong University, Xi’an 710049, China
  • 3The Troop of 66389, Shijiazhang 050000, China
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    Figures & Tables(7)
    Quadratic polynomial receiving structure for sine signals enhanced by SR.SR系统增强正弦信号的二次多项式接收结构
    Waveform of time and frequency zone of sine wave enhanced by SR (input SNR = –18 dB, the noise intensity , signal amplitude , parameters of system , ): (a) The waveform of input signal in time zone; (b) the amplitude of input signal in frequency zone; (c) the waveform of output signal in time zone; (d) the amplitude of output signal in frequency zone正弦信号经SR系统增强前后的时频域波形(输入SNR = –18 dB, 噪声功率 , 信号幅度, SR系统参数, ) (a) 输入信号时域波形; (b)输入信号频域幅值谱; (c)输出信号时域波形; (d)输出信号频域幅值谱
    Probability density function of particles of SR (input SNR = –14 dB, the noise intensity , signal amplitude , parameters of system , ): (a) The probability density of particles before SR processed; (b) the probability density of particles after SR processed; (c) the partial of probability density of particles after SR processed粒子处于不同位置时的概率密度(输入SNR = –14 dB dB, 噪声功率 , 信号幅度, SR系统参数, ) (a)未经SR处理的粒子的分布概率; (b)经SR处理后粒子的分布概率; (c)经SR处理后粒子的分布概率局部图
    Output of at different N (input SNR = –18 dB, the noise intensity , signal amplitude , parameters of system , ): (a) The waveform of test statistics when N= 1; (b) the waveform of test statistics when N= 10不同N时的输出值(输入SNR = –18 dB, 噪声功率 , 信号幅度, SR系统参数, ) (a) N = 1时检验统计量的时域波形; (b) N = 10时检验统计量的时域波形
    Output probability density function of at different N (input SNR = –14 dB, the noise intensity , signal amplitude , parameters of system 104, , ): (a) The output probability density when N= 1; (b) the output probability density when N = 10; (c) the output probability density when N = 50; (d) the output probability density whenN = 100不同N时g(x0)的输出概率密度(输入SNR = –14 dB, 噪声功率, 信号幅度A = 0.4, SR系统参数104, , ) (a) N = 1时粒子的分布概率; (b) N = 10时粒子的分布概率; (c) N = 50时粒子的分布概率; (d) N = 100时粒子的分布概率
    Output bit error ratio of different receiving structure不同接收结构的系统输出误码率
    Output bit error ratio of quadratic polynomial receiving structure at different N不同N时的二次多项式接收结构的误码率
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    Guang-Kai Liu, Hou-De Quan, Yan-Mei Kang, Hui-Xian Sun, Pei-Zhang Cui, Yue-Ming Han. A quadratic polynomial receiving scheme for sine signals enhanced by stochastic resonance[J]. Acta Physica Sinica, 2019, 68(21): 210501-1

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    Paper Information

    Received: Jun. 19, 2019

    Accepted: --

    Published Online: Sep. 17, 2020

    The Author Email:

    DOI:10.7498/aps.68.20190952

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