基于多普勒聚焦复数卷积神经网络的海杂波协方差矩阵估计与自适应检测算法

    Sea Clutter Covariance Matrix Estimation and Adaptive Detection Algorithm Based on Doppler Focusing Complex-valued Convolutional Neural Network

    • 摘要: 在海杂波背景下雷达自适应检测中,传统协方差矩阵估计方法依赖先验统计模型,在非均匀、小样本条件下易出现模型失配,导致检测性能下降。为此,文中提出了一种基于多普勒聚焦复数卷积神经网络的数据驱动协方差矩阵估计算法。首先,搭建融合待测单元、辅助单元与先验信息的三通道输入结构,利用复数残差密集网络提取海杂波的幅相多维特征;接着,为提升关键频段的估计精度,在训练阶段引入多普勒聚焦策略,依据杂波多普勒频率与杂噪比设计样本权重函数对损失函数进行频域加权,引导网络聚焦杂波主导区域的特征解析;最终,将估计的协方差矩阵代入自适应归一化匹配滤波器进行判决。基于仿真与麦克马斯特大学X波段全相干极化雷达数据的验证表明,相较于常规复数网络与广义内积样本筛选方法,所提算法在非均匀环境下能有效缓解样本不足导致的估计偏差,显著提升了目标检测概率。

       

      Abstract: In radar adaptive detection under sea clutter backgrounds, traditional covariance matrix estimation methods are dependent on prior statistical models. Model mismatches are easily caused under non-homogeneous and small-sample conditions, and the detection performance is thus deteriorated. To address this issue, a data-driven covariance matrix estimation algorithm based on Doppler focusing complex-valued convolutional neural network is proposed in this paper. Firstly, a three-channel input structure integrating cells under test, auxiliary cells and prior information is established, and multi-dimensional amplitude-phase features of sea clutter are extracted by a complex-valued residual dense network. Subsequently, to enhance the estimation accuracy of key frequency bands, a Doppler focusing strategy is adopted during the training process. A sample weight function is designed based on clutter Doppler frequencies and clutter-to-noise ratios to realize frequency-domain weighting of the loss function, and feature analysis of clutter-dominated regions is guided for the network. Finally, the estimated covariance matrix is imported into the adaptive normalized matched filter for detection judgment. Validations based on simulated data and intelligent pixel processing X-band radar data demonstrate that compared with traditional complex-valued networks and generalized inner product-based sample screening methods, estimation errors induced by insufficient samples are effectively mitigated by the proposed algorithm in non-homogeneous scenarios, and the target detection probability is greatly improved.

       

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