首页> 外文会议>Proceedings of 2007 8th International Conference on Electronic Measurement Instruments >Application of Radial Basis Function Neural Networks in Complicated Radar Signal Measurement and Sorting
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Application of Radial Basis Function Neural Networks in Complicated Radar Signal Measurement and Sorting

机译:径向基函数神经网络在复杂雷达信号测量与分类中的应用

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An intelligent radar signal sorting system with a robust radial basis function (RBF) is presented in this paper. This system can automatically sort the random overlapped radar signal stream and separate the input pulse stream to individual radar pulse sequence. Because tradition Gaussian neural network uses Gauss function as its basis function and adopt gradient descending method to adjust parameters. So the tradition method is likely to produce some non-expectation in learning process. In order to solve the problem, the proposed RBF uses Log-Sigmoid function as its basis function, so it eliminates any risk of instabilities, and it has better learning properties and function approximation capabilities. This algorithm ameliorates the traditional algorithm and enhances the robust properties of learning process. For one thing, the method can adapt to the complicated electromagnetic environment demand due to its self-adapting capability. For another, it can overcome the difficulty that the data have too much noise due to the detection system faultiness. Simulation results demonstrate the obvious superiority of this algorithm.
机译:本文提出了一种具有鲁棒径向基函数(RBF)的智能雷达信号分选系统。该系统可以自动对随机重叠的雷达信号流进行分类,并将输入脉冲流分离为单独的雷达脉冲序列。由于传统的高斯神经网络使用高斯函数作为基函数,并采用梯度下降的方法来调整参数。因此,传统方法可能会在学习过程中产生一些不期望的现象。为了解决该问题,所提出的RBF使用对数S形函数作为其基函数,从而消除了任何不稳定的风险,并且具有更好的学习性质和函数逼近能力。该算法改进了传统算法,增强了学习过程的鲁棒性。一方面,该方法具有自适应能力,可以适应复杂的电磁环境需求。另一方面,它可以克服由于检测系统故障而导致数据具有过多噪声的困难。仿真结果证明了该算法的明显优越性。

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