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Nonlinear System Simulation Based on the BP Neural Network

机译:基于BP神经网络的非线性系统仿真

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In order to simulate a nonlinear system, A BP neural network can be used. First the question is analyzed, we can know what we use to input to the system, the dimensions of the input vectors will be the number of the input layer neurons, The number of the output layer neurons depends on the output parameters, The numbers of the hidden layer neurons depends both on the input layer number and the output layer neuron number, a variety of the data is obtained from the system, it should cover almost all kinds of data, it is used to train the neural network. Before training, The goal and the epochs should be set. After training, the network has the characteristics of the nonlinear system. A group of the testing data is input, we can get the output from the simulated system. We established a BP neural network to simulate a spectrum system, it has 35 input number, 5 hidden layer number, 1 output number to distinguish two kinds. it proved that the system has the accuracy of 100%, so this kind of simulation can be used in the analysis of nonlinear system.
机译:为了模拟非线性系统,可以使用BP神经网络。首先分析问题,我们可以知道我们用来输入系统,输入矢量的尺寸将是输入层神经元的数量,输出层神经元的数量取决于输出参数,数量隐藏层神经元在输入层数和输出层神经元数上取决于输入层数,从系统获得各种数据,它应该覆盖几乎各种数据,它用于训练神经网络。在培训之前,应设定目标和时期。在培训之后,网络具有非线性系统的特性。输入的一组测试数据,我们可以从模拟系统中获取输出。我们建立了一个模拟频谱系统的BP神经网络,它有35个输入数,5个隐藏层号,1个输出编号来区分两种。事实证明,该系统的精度为100%,因此这种模拟可用于非线性系统的分析。

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