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针对微多普勒信号的正弦调频模态分解算法

Sinusoidal frequency modulation mode decomposition algorithm for micro-Doppler signal

  • 摘要: 在面对微动运动频率相对较高的微多普勒信号时,现有的模态分解算法存在因交错信号性质和算法经验参数限制而性能骤减的问题。利用微多普勒信号可以表示为多个正弦调频模态的物理性质,结合非线性调频分解算法和高精度时频谱技术,本文提出了针对此类信号的正弦调频模态分解算法。根据微多普勒信号微动频率稀疏性,所提算法构建了包含微动频率估计的分数阶三角函数基,从而提升了多分量微多普勒信号瞬时频率特征估计精度。仿真实验表明所提正弦调频模态分解算法相较传统本征模态分解算法在输出信噪比上有着3 dB的提升,并对不同微动频率的目标具有更强的泛用性。

     

    Abstract: When facing micro-Doppler signals with relatively high micro-motion frequencies, the performance of existing modal decomposition algorithms is greatly reduced due to the limitations of interleaved signal properties and the empirical parameters of the algorithms. By utilizing the physical property that micro-Doppler signals can be expressed as multiple sinusoidal frequency modulation modes, and by unifying nonlinear frequency modulation decomposition algorithms with high-precision time-frequency spectrum technology, a sinusoidal frequency modulation mode decomposition algorithm for micro-Doppler signals is proposed. Based on the sparsity of the micro-motion frequency of micro-Doppler signals, the algorithm constructs a fractional trigonometric function basis that includes micro-motion frequency estimation, thereby improving the estimation accuracy of the instantaneous frequency characteristics of multi-component micro-Doppler signals. Simulation experiments verify that the proposed sinusoidal frequency modulation mode decomposition algorithm achieves a 3 dB improvement in output SNR compared to traditional intrinsic chirp component decomposition algorithms and exhibits stronger universality for targets with different micro-motion frequencies.

     

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