基于相控阵雷达的准随机脉冲序列相干积分

Zhiwei Zhang, Tuo Fu, M. Tang
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引用次数: 1

摘要

为了提高相控阵雷达对弱目标的探测性能,需要经过一段时间的积累过程来收集足够的能量。为此,本文研究了相干积分算法。首先,提出了一种准随机脉冲序列回波模型,该模型将脉冲序列划分为若干个子脉冲序列(子脉冲序列内时间均匀,子脉冲序列间时间不均匀);然后,针对该模型的特点,提出了两种基于快速傅里叶变换(FFT)的积分算法。第一种是相干积分算法,第二种是关联相干-非相干积分算法。对这两种方法进行了详细的分析。最后,将这两种算法应用于相控阵雷达的实际数据,验证了它们在实际应用中的有效性。
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Coherent integration of quasi-random pulse train based on phased array radar
To improve the performance of phased array radar for the weak object detection, accumulation process is required to be performed over time to gather sufficient energy. For this purpose, the coherent integration algorithm is studied in this paper. First, a quasi-random pulse train echo model is presented, which divides the pulse train into a few sub-pulse-trains (time is uniform within the sub-pulse-train, while nonuniform among sub-pulse-trains). Then, on account of the specific features of this model, two integration algorithms based on fast Fourier transform (FFT) are proposed. The first one is coherent integration algorithm and the second one is associated coherent-noncoherent integration algorithm. Both methods are analyzed in detail. Finally, we apply these two algorithms to the real data of a phased array radar and the result verifies their effectiveness in practical application.
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