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Radar Image Modelling and Detection Using Neural Networks

机译:基于神经网络的雷达图像建模与检测

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摘要

Apparently random behaviour of a deterministic nonlinear dynamical system is referred to as chaos. Chaotic systems arise naturally in many circumstances. If we assume that sea clutter is the result of a chaotic process, we can apply an alternative approach to clutter elimination in radar signals. A neural network can be used to model the underlying system dynamics; in this case a radial basis function (RBF) network used. The radar signal is input to the network, producing a single step prediction. An error signal is generated by comparing each network prediction with the next element of the actual radar signal. As a target will not conform to the same dynamics as the clutter, a large prediction error should be observed when a target is present in the signal. Classical detection schemes are applied to the error signal to implement target detection. This approach has been tested using data collected at Osborne Head, Nova Scotia, Canada, by an instrumental quality X-band coherent radar. Quantization error limits the prediction accuracy, but the RBF is capable of reaching the best prediction for both temporal data and spatial data produced by a radar sweep through a range of azimuth. The RBF predictive detector is shown to be efficient in detecting small targets in sea clutter.
机译:确定性非线性动力系统的随机行为显然被称为混沌。在许多情况下,自然会产生混沌系统。如果我们假设海杂波是一个混沌过程的结果,则可以采用另一种方法来消除雷达信号中的杂波。神经网络可用于对底层系统动力学进行建模。在这种情况下,使用径向基函数(RBF)网络。雷达信号输入到网络,产生单步预测。通过将每个网络预测与实际雷达信号的下一个元素进行比较来生成错误信号。由于目标与杂波不会具有相同的动态,因此当信号中存在目标时,应观察到较大的预测误差。将经典检测方案应用于错误信号以实现目标检测。该方法已经使用仪器质量的X波段相干雷达,使用在加拿大新斯科舍省奥斯本黑德收集的数据进行了测试。量化误差限制了预测精度,但是RBF能够对雷达扫过一定方位范围产生的时间数据和空间数据都达到最佳预测。事实证明,RBF预测检测器可有效检测海杂波中的小目标。

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