基于Rayleigh-CFAR时频滤波的非均匀频谱弥散干扰抑制方法

    Non-uniform smeared spectrum interference suppression method based on Rayleigh-CFAR time-frequency filtering

    • 摘要: 针对非均匀频谱弥散(Smeared Spectrum,SMSP)干扰子脉冲时宽与调频斜率随机变化、传统抗干扰方法失效的问题,提出一种基于Rayleigh-CFAR时频滤波的干扰抑制方法。利用非均匀SMSP干扰在时频域呈现多条斜率不同的线性调频轨迹的特性,通过短时傅里叶变换(Short-Time Fourier Transform,STFT)将接收信号映射至时频平面;利用复高斯白噪声经STFT后幅度服从Rayleigh分布的统计特性,采用中值估计稳健估计噪底,逐频率自适应构造CFAR检测门限,识别并置零干扰主导的时频单元;经逆STFT重构时域信号后,通过匹配滤波恢复目标。仿真结果表明,所提自适应门限在噪声功率失配条件下仍可维持恒定虚警率,同时该方法无需任何先验参数,在较宽干信比(Jammer-to-Signal Ratio,JSR)范围内有效抑制了非均匀SMSP干扰,检测性能接近无干扰基准,验证了算法在强干扰环境下的有效性与鲁棒性。

       

      Abstract:
      Aiming at the problem that the time width and frequency modulation slope of the non-uniform smeared spectrum(SMSP) interference sub-pulse change randomly and the traditional anti-interference method fails, an interference suppression method based on Rayleigh-CFAR time-frequency filtering is proposed. The received signal is mapped to the time-frequency plane by short-time Fourier transform(STFT) based on the characteristics that the non-uniform SMSP interference presents multiple linear frequency modulation trajectories with different slopes in the time-frequency domain. Based on the statistical characteristics that the amplitude of complex Gaussian white noise obeys Rayleigh distribution after STFT, the median estimation is used to estimate the noise floor robustly, and the CFAR detection threshold is constructed adaptively by frequency to identify the time-frequency unit dominated by zero interference. After the time-domain signal is reconstructed by inverse STFT, the target is restored by matched filtering. The simulation results show that the proposed adaptive threshold can still maintain a constant false alarm rate under the condition of noise power mismatch. At the same time, the method does not need any prior parameters, and effectively suppresses the non-uniform SMSP interference in a wide range of interference-to-signal ratio. The detection performance is close to the interference-free benchmark, which verifies the effectiveness and robustness of the algorithm in strong interference environment.
       

       

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