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周期脉冲序列在阈值系统中随机共振的研究

Study of Stochastic Resonance of the Periodic Pulse Trains in a Threshold System
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摘要 将混有加性高斯白噪声的周期脉冲序列通过阈值系统,对其传输性质进行理论研究。以输入输出的信号幅度和信噪比增益来分析随机共振现象,通过调节各相关参数使系统、信号和噪声因协同作用而产生随机共振现象:在某一最优噪声强度下获得最大的信号幅度及信噪比的增益。 The transmitting property of the periodic pulse trains added to additive Gaussian white noise though a threshold system is considered theoretically. Input-output gains of signal amplitude and signal-to-noise are analyzed as measures of the phenomenon of stochastic resonance (SR). In a certain optimal level of the noise, the gains culminate, namely SR occurs for the co-operation of the system, signal and noise by adjusting the parameters concerned.
出处 《真空电子技术》 2005年第2期24-26,共3页 Vacuum Electronics
关键词 随机共振 阈值系统 周期脉冲序列 高斯白噪声 信噪比增益 Stochastic resonance Threshold system Periodic pulse trains Gaussian white noise Signal-noise-ratio gain
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参考文献4

  • 1Chapeau-Blondeau F, Rousseau David. Noise Improvements in Stochastic Resonance: from Signal Amplification to Optimal Detection[J]. Fluctuation and Noise Letters, 2002, 2: 221-233.
  • 2Chapeau-Blondeau F, Godivier X. Theory of Stochastic Resonance in Signal Transmission by Static Nonlinear Systems[J]. Physical Review E,1997, 55: 1478-1495.
  • 3Chapeau-Blondeau F. Input-Output Gains for Signal in Noise in Stochastic Resonance[J]. Physics Letters A, 1997.
  • 4Chapeau-Blondeau F. Stochastic Resonance and Optimal Detection of Pulse Trains by Threshold Devices[J]. Digital Signal Processing, 1999, 9: 162-177.

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