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High resolution radar profiling using higher-order statistics

机译:使用高阶统计的高分辨率雷达剖析

摘要

A coherent radar is used for achieving high resolution radar imaging of a moving object in sea clutter and noise. A stored replica of the transmitted waveform is combined with the returned signal in a synchronous detector to produce in-phase and quadrature (I and Q or complex) samples. High resolution is achieved by transmitting a series of pulses, each at a different frequency, and then processing these complex samples to produce a synthetic down-range profile. To enhance the radar target or object from system noise and sea clutter, the complex I and Q (in-phase and quadrature component) samples from the radar are coherently averaged in a special two-dimensional slice of the trispectrum (e.g. quadruple product or fourth-order moment). This formulation of the fourth moment retains all important target information and suppresses Gaussian noise. Once averaged, a new set of I and Q samples are reconstructed that produce the same trispectral slice as this average. These reconstructed samples are then transformed using conventional Fourier transform methods to produce the average, or enhanced, down-range profile.
机译:相干雷达用于在海浪杂波和噪声中实现对运动对象的高分辨率雷达成像。在同步检测器中将已存储的已发送波形副本与返回信号组合在一起,以产生同相和正交(I和Q或复数)样本。通过发射一系列脉冲,每个脉冲以不同的频率,然后处理这些复杂的样本以产生合成的低范围轮廓,可以实现高分辨率。为了增强雷达目标或物体免受系统噪声和海浪干扰的影响,将来自雷达的复杂I和Q(同相和正交分量)样本在三光谱的特殊二维切片(例如,四乘积或四次乘积)中进行相干平均。 -订单时刻)。第四刻的公式保留了所有重要的目标信息,并抑制了高斯噪声。一旦取平均值,将重建一组新的I和Q样本,这些样本将产生与该平均值相同的三光谱切片。然后,使用常规傅立叶变换方法对这些重建的样本进行变换,以生成平均或增强的下限轮廓。

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