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Fractal interpolation of radar signatures for detecting stationary targets in ground clutter

机译:分形插值的雷达信号检测地面杂波中的静止目标

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摘要

The fundamentals of fractal geometry are reviewed, and its application to the millimeter-wave radar detection of stationary targets in a clutter background is described. First, high-range-resolution (HRR) profiles are used to determine the fractal interpolation functions needed to create fractal signatures. The fractal dimension is then determined for these signatures. On the basis of the value of the fractal dimension, the signature is declared to represent either a target of interest or clutter. The results of a CFAR (constant false alarm rate) simulation are presented to illustrate the performance of the method. They indicate that the fractal dimension feature used seems to be independent of amplitude. Thus, the fractal dimension information combined with traditional amplitude processing techniques will improve probabilities of detection.
机译:综述了分形几何学的基本原理,并介绍了其在杂波背景下的毫米波雷达静止目标检测中的应用。首先,使用高范围分辨率(HRR)轮廓来确定创建分形特征所需的分形插值函数。然后确定这些签名的分形维数。根据分形维的值,声明签名代表感兴趣的目标或混乱的目标。给出了CFAR(恒定误报率)仿真的结果,以说明该方法的性能。他们表明所使用的分形维数特征似乎与振幅无关。因此,分形维数信息与传统幅度处理技术的结合将提高检测的概率。

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