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CN106862284B - A kind of cold rolled sheet signal mode knowledge method for distinguishing - Google Patents

A kind of cold rolled sheet signal mode knowledge method for distinguishing Download PDF

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CN106862284B
CN106862284B CN201710181131.8A CN201710181131A CN106862284B CN 106862284 B CN106862284 B CN 106862284B CN 201710181131 A CN201710181131 A CN 201710181131A CN 106862284 B CN106862284 B CN 106862284B
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张秀玲
程艳涛
代景欢
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    • BPERFORMING OPERATIONS; TRANSPORTING
    • B21MECHANICAL METAL-WORKING WITHOUT ESSENTIALLY REMOVING MATERIAL; PUNCHING METAL
    • B21BROLLING OF METAL
    • B21B38/00Methods or devices for measuring, detecting or monitoring specially adapted for metal-rolling mills, e.g. position detection, inspection of the product
    • BPERFORMING OPERATIONS; TRANSPORTING
    • B21MECHANICAL METAL-WORKING WITHOUT ESSENTIALLY REMOVING MATERIAL; PUNCHING METAL
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    • B21B38/04Methods or devices for measuring, detecting or monitoring specially adapted for metal-rolling mills, e.g. position detection, inspection of the product for measuring thickness, width, diameter or other transverse dimensions of the product
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Abstract

一种冷轧板带信号模式识别的方法,该方法内容包括以下步骤:采集板形仪在线测量的冷轧带钢宽度方向各测量段板形测量值,得到各测量段板形值;将板形仪输出的原始数据输入到一个n层的神经网络作为特征提取层,主要通过训练让网络自动提取特征以排除人工的痕迹;使用基于遗传算法的改进型量子神经网络进行板形识别。本发明将遗传算法优化的多层激励函数的改进型量子神经网络应用到板形模式识别技术中,显著提高了网络的训练效率,有效解决了传统板形识别方法中遇到的精度和实时性不够理想、网络结构复杂且训练时间长和稳定性和鲁棒性差等问题。

A method for signal pattern recognition of cold-rolled strips, the method comprising the following steps: collecting the shape measurement values of each measurement section in the width direction of the cold-rolled strip steel measured online by a shapemeter, and obtaining the shape value of each measurement section; The original data output by the shape meter is input to an n-layer neural network as the feature extraction layer, mainly through training to let the network automatically extract features to eliminate artificial traces; use the improved quantum neural network based on genetic algorithm for plate shape recognition. The invention applies the improved quantum neural network of the multi-layer excitation function optimized by the genetic algorithm to the shape pattern recognition technology, which significantly improves the training efficiency of the network and effectively solves the problems of accuracy and real-time performance encountered in the traditional shape recognition method It is not ideal enough, the network structure is complex, the training time is long, and the stability and robustness are poor.

Description

一种冷轧板带信号模式识别的方法A method for signal pattern recognition of cold-rolled strip

技术领域technical field

本发明属于冷轧板带领域,涉及到一种冷轧板带信号模式识别的方法。The invention belongs to the field of cold-rolled strips and relates to a method for identifying signal patterns of cold-rolled strips.

背景技术Background technique

在冷轧板带生产过程中,冷轧板形的模式识别是冷轧板形控制系统的重要组成部分,在这个环节中对板形缺陷状态的识别精度对后续板形控制效果有至关重要的作用。通过板形仪采集生产现场板材中的应力信号数据进行辨识,判断出当前板形缺陷状态的类型,并反馈到板形的控制机构,通过控制执行机构的调整来降低板形的缺陷度,最后使板形的输出满足工艺的生产标准,所以应该寻求和研究高精度板形缺陷模式的识别方法。In the production process of cold-rolled strips, the pattern recognition of cold-rolled strip shape is an important part of the cold-rolled strip shape control system. In this link, the recognition accuracy of the flatness defect state is crucial to the subsequent flatness control effect. role. The stress signal data in the plate on the production site is collected by the shape meter for identification, and the type of the current shape defect state is judged, and fed back to the shape control mechanism, and the defect degree of the shape is reduced by controlling the adjustment of the actuator, and finally To make the output of the shape meet the production standard of the process, it is necessary to seek and study the identification method of the high-precision shape defect mode.

传统的板形信号模式识别方法是基于最小二乘法的多项式分解方法以及改进的正交多项式回归分解方法,这些方法抗扰能力差,在理论上存在缺陷,不符合板形缺陷分布的本质,难以满足高精度板形控制需求。基于模糊原理的板形识别方法简单有效,但是精度和实时性不够理想,实际应用的很少。近年来,本领域内的专家学者研究了基于神经网络的板形信号识别和应用等方面的技术,取得了非常好的效果。但是由于神经网络的复杂性和现有优化技术的不足,导致基于神经网络模式识别系统的辩识模型结构复杂,并且存在网络训练时间长,稳定性差等问题。The traditional plate shape signal pattern recognition method is based on the polynomial decomposition method of the least square method and the improved orthogonal polynomial regression decomposition method. These methods have poor anti-interference ability and have defects in theory. Meet the high-precision shape control requirements. The plate shape recognition method based on the fuzzy principle is simple and effective, but the accuracy and real-time performance are not ideal, so it is seldom used in practice. In recent years, experts and scholars in this field have studied the technology of plate shape signal recognition and application based on neural network, and achieved very good results. However, due to the complexity of the neural network and the insufficiency of the existing optimization technology, the recognition model structure based on the neural network pattern recognition system is complex, and there are problems such as long network training time and poor stability.

板形是指板带材内部残余应力沿板宽方向的分布情况,板形识别的任务就是把在线检测的一组张力分布离散值经过一定处理映射为较少的几个特征参数,并且能较好的反映板形缺陷的分类情况。多层激励函数的量子神经网络采用多个Sigmoid函数的叠加,将特征空间划分成更多能级,以表示更多的状态,经过叠加的隐含层激励函数有多个不同的量子间隔,而每个量子间隔对应不同的量子能级或阶梯,即可以分别对应不同的空间结构。在模型的训练过程中,当样本数据进入特征空间时,不需要在整个特征空间即[0,1]范围内去搜索与之对应的空间结构,而是在已分层的空间结构内去搜索,从而使样本信息快速的映射到对应的量级或阶梯上;同时,如果模型的实际输出与期望输出误差较大时,则通过适当的学习算法调整量子间隔,改变已划分的量子能级或阶梯宽度,以适应现有数据样本的结构特性,以便更好、更快地映射到对应的空间结构上,使样本数据中的不确定性被量子神经网络获取并量化,从而大大缩短模型的训练时间,提高模型预测结果的准确性和收敛速度。Plate shape refers to the distribution of internal residual stress along the plate width direction. The task of plate shape recognition is to map a set of discrete values of tension distribution detected online into a few characteristic parameters after certain processing, and can be compared A good reflection of the classification of shape defects. The quantum neural network of the multi-layer excitation function adopts the superposition of multiple Sigmoid functions to divide the feature space into more energy levels to represent more states. The superimposed hidden layer excitation function has multiple different quantum intervals, and Each quantum interval corresponds to a different quantum energy level or step, that is, it can correspond to a different spatial structure. During the training process of the model, when the sample data enters the feature space, it is not necessary to search for the corresponding spatial structure in the entire feature space, that is, [0,1], but to search in the layered spatial structure. , so that the sample information can be quickly mapped to the corresponding magnitude or ladder; at the same time, if the actual output of the model and the expected output have a large error, the quantum interval can be adjusted through an appropriate learning algorithm to change the divided quantum energy level or Step width, to adapt to the structural characteristics of existing data samples, so as to map to the corresponding spatial structure better and faster, so that the uncertainty in the sample data is acquired and quantified by the quantum neural network, thus greatly shortening the training of the model Time, improve the accuracy and convergence speed of model prediction results.

另一方面,智能优化算法在最近几十年里得到了快速的发展,通过智能优化方法可以得到很多非线性优化问题的最优解。将智能优化算法技术应用到量子神经网络训练中,提高了建模精度和效率,是非线性建模领域的富有前景和应用价值的研究方向。这也为高精度和高效率的冷轧板带信号在线模式识别技术问题提供了技术支持和理论依据。On the other hand, intelligent optimization algorithms have developed rapidly in recent decades, and the optimal solutions of many nonlinear optimization problems can be obtained through intelligent optimization methods. Applying intelligent optimization algorithm technology to quantum neural network training improves modeling accuracy and efficiency, which is a promising and valuable research direction in the field of nonlinear modeling. This also provides technical support and theoretical basis for high-precision and high-efficiency cold-rolled strip signal online pattern recognition technology.

综上所述,研发兼具有高精度和高效率的冷轧板形信号在线模式识别方法,为控制系统提供可靠的控制依据,从而生产出高质量的冷轧板带材产品,是进一步提高当前冷轧带钢板形控制水平的一个亟待解决关键技术问题。In summary, it is a further improvement to develop a high-precision and high-efficiency cold-rolled flat shape signal online pattern recognition method to provide a reliable control basis for the control system, thereby producing high-quality cold-rolled strip products. A key technical problem that needs to be solved urgently at the current cold-rolled strip shape control level.

发明内容Contents of the invention

本发明的目的在于提供一种冷轧板带信号模式识别的方法,该方法可以有效解决使用传统板形模式识别方法遇到的精度和实时性不够,辩识模型结构复杂且网络训练时间过长,稳定性差等技术问题,可以为控制系统提供可靠的控制依据,为提高冷轧带钢的板形控制质量提供有力保证。The purpose of the present invention is to provide a method for signal pattern recognition of cold-rolled strips, which can effectively solve the problems of insufficient accuracy and real-time performance encountered in traditional flatness pattern recognition methods, complex identification model structure and too long network training time , Poor stability and other technical problems, can provide a reliable control basis for the control system, and provide a strong guarantee for improving the quality of cold-rolled strip shape control.

为了解决上述问题,本发明提供的技术方案为:In order to solve the above problems, the technical solution provided by the invention is:

一种冷轧板带信号模式识别的方法,该方法内容包括以下步骤:A method for signal pattern recognition of cold-rolled strips, the method comprising the following steps:

步骤1采集板形仪在线测量的冷轧带钢宽度方向各测量段板形测量值,得到各测量段板形值;令测量段的个数为m,第i个测量段板形测量值为FiStep 1 Collect the flatness measurement values of each measurement section in the width direction of the cold-rolled strip steel measured online by the flatness meter, and obtain the flatness value of each measurement section; let the number of measurement sections be m, and the flatness measurement value of the i -th measurement section is F i ;

步骤2将板形仪输出的原始数据输入到一个n层的神经网络作为特征提取层,主要通过训练让网络自动提取特征以排除人工的痕迹;因板形主要有左边浪、右边浪、中间浪、双边浪、右三分浪、左三分浪、四分浪和边中浪八种缺陷模式,所以使网络输出为ai,i=1,2,3...m,其中m为输出个数,这里取m=8,则网络每一层的计算公式如下:Step 2 Input the original data output by the shape meter into an n-layer neural network as the feature extraction layer, mainly through training to let the network automatically extract features to eliminate artificial traces; because the plate shape mainly has left waves, right waves, and middle waves , two-sided wave, right three-point wave, left three-point wave, four-point wave and side-center wave eight defect modes, so the network output is a i , i=1,2,3...m, where m is the output The number, here m=8, the calculation formula of each layer of the network is as follows:

al i=f(Wlxl+bl),l=1,2,...na l i =f(W l x l +b l ),l=1,2,...n

其中l为网络的第l层;Wl为第l层网络权值;xl为第l层输入;bl为网络神经元偏置;Where l is the lth layer of the network; W l is the network weight of the lth layer; x l is the input of the lth layer; b l is the network neuron bias;

步骤3使用基于遗传算法的改进型量子神经网络进行板形识别,将数据处理模块的输出ai作为量子神经网络的输入,量子神经网络的输出u1,u2,u3,u4为板形的隶属度;Step 3 uses the improved quantum neural network based on genetic algorithm to recognize the plate shape, takes the output a i of the data processing module as the input of the quantum neural network, and the output u 1 , u 2 , u 3 , u 4 of the quantum neural network are the plates The degree of membership of the shape;

若u1>0,表示板形具有左边浪,若u1<0,表示板形具有右边浪;If u 1 >0, it means that the board shape has a left wave; if u 1 <0, it means that the board shape has a right wave;

若u2>0,表示板形具有中间浪,若u2<0,表示板形具有双边浪;If u 2 >0, it means that the board shape has middle waves; if u 2 <0, it means that the board shape has double-sided waves;

若u3>0,表示板形具有左三分浪,若u3<0,表示板形具有右三分浪;If u 3 >0, it means that the board shape has a left three-point wave; if u 3 <0, it means that the board shape has a right three-point wave;

若u4>0,表示板形具有四分浪,若u4<0,表示板形具有边中浪。If u 4 >0, it means that the board shape has a quarter wave, and if u 4 <0, it means that the board shape has a side wave.

在步骤3中,所述基于遗传算法的改进型量子神经网络,其建立过程包括如下步骤:In step 3, the improved quantum neural network based on genetic algorithm, its establishment process includes the following steps:

1)确定用于板形模式识别的量子神经网络训练学习的控制参数:1) Determine the control parameters for the quantum neural network training learning of plate shape pattern recognition:

具体控制参数包括:用于网络训练遗传算法的初始种群个数NP,遗传算法的最大学习代数N,网络训练效果的目标值e,以及训练样本数目M;The specific control parameters include: the initial population number NP used for network training genetic algorithm, the maximum learning algebra N of genetic algorithm, the target value e of network training effect, and the number of training samples M;

2)训练样本数据的处理:2) Processing of training sample data:

将板形仪输出的数据直接输入到网络,让网络前端的多层神经网络进行自动特征提取,然后输入到多层激励函数的量子神经网络中去;Input the data output by the shape meter directly into the network, let the multi-layer neural network at the front end of the network perform automatic feature extraction, and then input it into the quantum neural network of the multi-layer activation function;

3)多层激励函数改进型量子神经网络的设置:3) Setting of multi-layer activation function improved quantum neural network:

多层激励函数改进型量子神经网络模型采用网状拓扑结构,是由特征提取层、隐含层和输出层构成,特征提取层也称输入层;模型隐含层神经元激励函数采用多量子能级变换函数,每个多能级变换函数是一系列具有量子间隔偏移的ns个Sigmoid函数的线性叠加,即多层激励函数;因此,隐含层神经元的输出yh可表示为:The multi-layer excitation function improved quantum neural network model adopts a mesh topology, which is composed of a feature extraction layer, a hidden layer and an output layer. The feature extraction layer is also called the input layer; Level transformation function, each multi-level transformation function is a linear superposition of a series of n s Sigmoid functions with quantum interval offset, that is, the multi-layer activation function; therefore, the output y h of neurons in the hidden layer can be expressed as:

其中V是多层激励函数量子神经网络的隐含层权值,a为特征提取层的输出,θr为量子间隔,ns为量子间隔数目;Where V is the hidden layer weight of the multi-layer excitation function quantum neural network, a is the output of the feature extraction layer, θ r is the quantum interval, and n s is the number of quantum intervals;

4)将特征提取层网络的权值和偏置、多层激励函数量子神经网络的隐层权值、量子间隔和输出层权值定义为遗传算法的个体向量,按照等概率随机分布确定NP个个体向量的种群初始值;4) Define the weights and biases of the feature extraction layer network, the hidden layer weights, quantum intervals, and output layer weights of the multi-layer excitation function quantum neural network as individual vectors of the genetic algorithm, and determine NP random distributions according to equal probability The initial value of the population of the individual vector;

5)按照遗传算法的变异操作、交叉操作和选择操作进行个体向量的优化学习;使用优化学习得到的网络参数来配置多层激励函数的改进型量子神经网络参数,在将M个训练样本数据带入多层激励函数的改进型量子神经网络来计算输出值,继而通过计算上述M个训练样本数据对应的4M个网络输出值与其实际值之间的算术差的平方和;该算术差的平方和定义为误差指标函数值;若误差指标函数值小于网络训练效果的目标值g则意味着网络训练成功,否则,应当继续训练网络,g应根据训练样本的数量和网络的规模来选取;5) According to the mutation operation, crossover operation and selection operation of the genetic algorithm, the optimization learning of the individual vector is carried out; the network parameters obtained by the optimization learning are used to configure the parameters of the improved quantum neural network of the multi-layer activation function, and the M training sample data is brought to The improved quantum neural network with multi-layer activation function is used to calculate the output value, and then the sum of the squares of the arithmetic difference between the 4M network output values corresponding to the above M training sample data and their actual values is calculated; the sum of the squares of the arithmetic difference Defined as the error index function value; if the error index function value is less than the target value g of the network training effect, it means that the network training is successful, otherwise, the network should continue to be trained, and g should be selected according to the number of training samples and the scale of the network;

6)记录训练学习的网络参数,得到一个15输入4输出的多层激励函数的改进型量子神经网;6) Record the network parameters of training and learning, and obtain an improved quantum neural network with a multi-layer activation function of 15 inputs and 4 outputs;

按照上述步骤建立好网络后,再进行板形识别。After the network is established according to the above steps, the plate shape recognition is carried out.

本发明有益效果为:The beneficial effects of the present invention are:

1)通过一个多层的神经网络对板形仪输入的数据进行自动提取特征,自动处理,排除人工干扰因素,可以显著的提高网络识别板形的精度。1) Through a multi-layer neural network, the data input by the shape meter is automatically extracted, processed automatically, and artificial interference factors are eliminated, which can significantly improve the accuracy of network recognition of shape.

2)将遗传算法优化的多层激励函数的改进型量子神经网络应用到板形模式识别技术中,显著提高了网络的训练效率,有效解决了传统板形识别方法中遇到的精度和实时性不够理想、网络结构复杂且训练时间长和稳定性和鲁棒性差等问题,为板形控制提供了可靠的依据。2) The improved quantum neural network with multi-layer excitation function optimized by genetic algorithm is applied to the shape pattern recognition technology, which significantly improves the training efficiency of the network and effectively solves the problems of accuracy and real-time performance encountered in traditional shape recognition methods Problems such as unsatisfactory, complex network structure, long training time, poor stability and robustness provide a reliable basis for shape control.

附图说明Description of drawings

图1为本发明实施流程图;Fig. 1 is the implementation flowchart of the present invention;

图2为型多层激励函数的改进型量子神经网络结构拓扑图;Fig. 2 is the improved quantum neural network structure topological diagram of type multi-layer activation function;

图3为本发明一实施例中基于遗传算法的多层激励函数的改进型量子神经网络训练学习流程图;Fig. 3 is the improved quantum neural network training and learning flowchart of the multi-layer activation function based on genetic algorithm in one embodiment of the present invention;

图4为采用本发明进行板形识别后所得到的识别效果图。Fig. 4 is a recognition effect diagram obtained after adopting the present invention for plate shape recognition.

具体实施方式Detailed ways

下面结合具体实例和附图对本发明做进一步说明。The present invention will be further described below in conjunction with specific examples and accompanying drawings.

本发明的一种冷轧板带信号模式识别的方法,图1为本发明一实施例的流程图,它包括以下步骤:A kind of method for cold-rolled strip signal pattern recognition of the present invention, Fig. 1 is the flowchart of an embodiment of the present invention, and it comprises the following steps:

步骤1采集板形仪在线测量的冷轧带钢宽度方向各测量段板形测量值,得到各测量段板形值;令测量段的个数为m,m=15,第i个测量段板形测量值为FiStep 1 collects the flatness measurement values of each measurement section in the width direction of the cold-rolled strip measured by the shapemeter on-line, and obtains the flatness value of each measurement section; let the number of measurement sections be m, m=15, and the i -th measurement section strip The shape measurement value is F i ;

步骤2将板形仪输出的原始数据输入到一个n层的神经网络作为特征提取层,主要通过训练让网络自动提取特征以排除人工的痕迹;由于板形主要有左边浪、右边浪、中间浪、双边浪、右三分浪、左三分浪、四分浪和边中浪八种缺陷模式,所以使网络输出为ai,i=1,2,3...m,其中m为输出个数,这里取m=8;则网络每一层的计算公式如下:Step 2 Input the original data output by the shape meter into an n-layer neural network as the feature extraction layer, mainly through training to let the network automatically extract features to eliminate artificial traces; since the plate shape mainly has left waves, right waves, and middle waves , two-sided wave, right three-point wave, left three-point wave, four-point wave and side-center wave eight defect modes, so the network output is a i , i=1,2,3...m, where m is the output The number, here m=8; the calculation formula of each layer of the network is as follows:

al i=f(Wlxl+bl),l=1,2,...na l i =f(W l x l +b l ),l=1,2,...n

其中l为网络的第l层;Wl为第l层网络权值;xl为第l层输入;bl为网络神经元偏置;Where l is the lth layer of the network; W l is the network weight of the lth layer; x l is the input of the lth layer; b l is the network neuron bias;

步骤3使用基于遗传算法的改进型量子神经网络进行板形识别,将数据处理模块的输出ai作为量子神经网络的输入;量子神经网络的输出u1,u2,u3,u4为板形的隶属度;Step 3 Use the improved quantum neural network based on genetic algorithm to recognize the shape of the plate, and use the output a i of the data processing module as the input of the quantum neural network; the output u 1 , u 2 , u 3 , u 4 of the quantum neural network are the plate The degree of membership of the shape;

若u1>0,表示板形具有左边浪,若u1<0,表示板形具有右边浪;If u 1 >0, it means that the board shape has a left wave; if u 1 <0, it means that the board shape has a right wave;

若u2>0,表示板形具有中间浪,若u2<0,表示板形具有双边浪;If u 2 >0, it means that the board shape has middle waves; if u 2 <0, it means that the board shape has double-sided waves;

若u3>0,表示板形具有左三分浪,若u3<0,表示板形具有右三分浪;If u 3 >0, it means that the board shape has a left three-point wave; if u 3 <0, it means that the board shape has a right three-point wave;

若u4>0,表示板形具有四分浪,若u4<0,表示板形具有边中浪。If u 4 >0, it means that the board shape has a quarter wave, and if u 4 <0, it means that the board shape has a side wave.

按照上述方案,基于遗传算法的改进型量子神经网络的建立过程为:According to the above scheme, the establishment process of the improved quantum neural network based on genetic algorithm is:

1)确定用于板形模式识别的量子神经网络训练学习的控制参数:1) Determine the control parameters for the quantum neural network training learning of plate shape pattern recognition:

具体控制参数包括:用于网络训练遗传算法的初始种群个数NP,遗传算法的最大学习代数N,网络训练效果的目标值e,以及训练样本数目M;The specific control parameters include: the initial population number NP used for network training genetic algorithm, the maximum learning algebra N of genetic algorithm, the target value e of network training effect, and the number of training samples M;

2)训练样本数据的处理:2) Processing of training sample data:

将板形仪输出的数据直接输入到网络,让网络前端的多层神经网络进行自动特征提取,然后输入到多层激励函数的量子神经网络中去。The data output by the shape meter is directly input into the network, and the multi-layer neural network at the front end of the network is used for automatic feature extraction, and then input into the quantum neural network of the multi-layer activation function.

3)多层激励函数改进型量子神经网络的设置:3) Setting of multi-layer activation function improved quantum neural network:

多层激励函数改进型量子神经网络模型采用如图2所示的网状拓扑结构,是由特征提取层、隐含层和输出层构成,特征提取层也称输入层;模型隐含层神经元激励函数采用多量子能级变换函数,每个多能级变换函数是一系列具有量子间隔偏移的ns个Sigmoid函数的线性叠加,即多层激励函数;因此,隐含层神经元的输出yh可表示为:The multi-layer excitation function improved quantum neural network model adopts the network topology shown in Figure 2, which is composed of a feature extraction layer, a hidden layer and an output layer. The feature extraction layer is also called the input layer; the neurons in the hidden layer of the model The excitation function adopts multi-quantum energy level transformation function, and each multi-energy level transformation function is a series of linear superposition of n s Sigmoid functions with quantum interval offset, that is, multi-layer excitation function; therefore, the output of hidden layer neurons y h can be expressed as:

其中V是多层激励函数改进型量子神经网络的隐含层权值,a为特征提取层的输出,θr为量子间隔,ns为量子间隔数目;Where V is the hidden layer weight of the multi-layer activation function improved quantum neural network, a is the output of the feature extraction layer, θ r is the quantum interval, n s is the number of quantum intervals;

4)将特征提取层网络的权值和偏置,多层激励函数量子神经网络的隐层权值,量子间隔和输出层权值定义为遗传算法的个体向量,按照等概率随机分布确定NP个个体向量的种群初始值;4) Define the weight and bias of the feature extraction layer network, the hidden layer weight of the multi-layer excitation function quantum neural network, the quantum interval and the output layer weight as the individual vector of the genetic algorithm, and determine NP according to the equal probability random distribution The initial value of the population of the individual vector;

5)按照遗传算法的变异操作、交叉操作和选择操作进行个体向量的优化学习;使用优化学习得到的网络参数来配置多层激励函数的改进型量子神经网络参数,在将M个训练样本数据带入多层激励函数的改进型量子神经网络来计算输出值,继而通过计算上述M个训练样本数据对应的4M个网络输出值与其实际值之间的算术差的平方和;该算术差的平方和定义为误差指标函数值;若误差指标函数值小于网络训练效果的目标值g则意味着网络训练成功,否则,应当继续训练网络,g应根据训练样本的数量和网络的规模来选取;5) According to the mutation operation, crossover operation and selection operation of the genetic algorithm, the optimization learning of the individual vector is carried out; the network parameters obtained by the optimization learning are used to configure the parameters of the improved quantum neural network of the multi-layer activation function, and the M training sample data is brought to The improved quantum neural network with multi-layer activation function is used to calculate the output value, and then the sum of the squares of the arithmetic difference between the 4M network output values corresponding to the above M training sample data and their actual values is calculated; the sum of the squares of the arithmetic difference Defined as the error index function value; if the error index function value is less than the target value g of the network training effect, it means that the network training is successful, otherwise, the network should continue to be trained, and g should be selected according to the number of training samples and the scale of the network;

6)记录训练学习的网络参数,得到一个15输入4输出的多层激励函数的改进型量子神经网;按照上述步骤建立好网络之后,再进行板形识别。6) Record the network parameters for training and learning, and obtain an improved quantum neural network with a multi-layer activation function of 15 inputs and 4 outputs; after the network is established according to the above steps, the plate shape recognition is performed.

本发明方法可用于四辊,六辊单机架或多机架冷连轧机组。以一台单机架六辊轧机为例,六辊轧机科轧制的的产品包括普通板,高强钢,部分不锈钢和硅钢等。本实例采用的机型是900HC轧机,该机组主要技术性能指标和设备参数为:The method of the invention can be used in four-roller, six-roller single-stand or multi-stand cold tandem rolling units. Taking a single-stand six-high rolling mill as an example, the products rolled by the six-high rolling mill include ordinary plates, high-strength steel, some stainless steel and silicon steel, etc. The model used in this example is 900HC rolling mill, the main technical performance indicators and equipment parameters of this unit are:

轧制速度:Max 300m/min,轧制压力:Max 8000KN,最大轧制力矩:60KN×m,卷曲张力:4~80KN;来料厚度范围:2.0~4.0mm,板宽范围:460~780mm,成品厚度:0.24~1.5mm;;Rolling speed: Max 300m/min, rolling pressure: Max 8000KN, maximum rolling torque: 60KN×m, crimping tension: 4~80KN; incoming material thickness range: 2.0~4.0mm, plate width range: 460~780mm, Finished product thickness: 0.24~1.5mm;

工作辊尺寸:φ270/φ245×900mm,中间辊尺寸:φ340/φ320×920mm,支撑辊尺寸:φ850/φ790~×850;Working roll size: φ270/φ245×900mm, intermediate roll size: φ340/φ320×920mm, backup roll size: φ850/φ790~×850;

中间辊最大横移量:200mm,工作辊正/负弯辊力(单侧):400/254.5KN。The maximum lateral movement of the intermediate roll: 200mm, the positive/negative bending force of the working roll (one side): 400/254.5KN.

板形测量装置采用15通道的自制板形仪。The flatness measuring device adopts a self-made flatness meter with 15 channels.

本实例进行失效通道的板形信号的具体计算流程为:In this example, the specific calculation process of the shape signal of the failure channel is as follows:

(1)采集接收板形仪在线测量的冷轧带钢方向各测量段板形测量值。板形仪在冷轧带钢宽度方向上配置有若干个有确定宽度的测量区域,每一个测量区域提供对应区域的板形值。从板形仪操作侧到传动吃侧共有15个有效测量区域,其测量段段数m-15,即Fi,i=1,2,...15单位为板形国际单位I。板形仪测量的数据直接导入网络不做人工处理。(1) Collect and receive the flatness measurement values of each measurement section in the direction of the cold-rolled strip measured by the on-line measurement of the receiving flatness meter. The shape meter is equipped with several measurement areas with definite widths in the width direction of the cold-rolled strip, and each measurement area provides the shape value of the corresponding area. There are 15 effective measurement areas from the operation side of the shape meter to the eating side of the transmission, and the number of measurement segments is m-15, that is, F i , i=1, 2,...15 is the international unit of shape I. The data measured by the shape meter are directly imported into the network without manual processing.

(2)将板形仪输出的原始数据输入到一个n层的神经网络作为特征提取层,其主要是通过训练让网络自动提取特征排除人工的痕迹。由于板形主要有左边浪、右边浪、中间浪、双边浪、右三分浪、左三分浪、四分浪和边中浪八种缺陷模式,所以使网络输出为ai,i=1,2,3...m,其中m为输出个数,这里取m=8。则网络每一层的计算公式如下:(2) Input the original data output by the shape meter into an n-layer neural network as the feature extraction layer, which mainly allows the network to automatically extract features and eliminate artificial traces through training. Since the board shape mainly has eight defect modes: left wave, right wave, middle wave, double-sided wave, right three-point wave, left three-point wave, quarter-point wave and side-center wave, the network output is a i , i=1 ,2,3...m, where m is the number of outputs, here m=8. The calculation formula of each layer of the network is as follows:

al i=f(Wlxl+bl),l=1,2,...na l i =f(W l x l +b l ),l=1,2,...n

其中l为网络的第l层;Wl为第l层网络权值;xl为第l层输入;bl为网络神经元偏置。Where l is the first layer of the network; W l is the network weight of the first layer; x l is the input of the first layer; b l is the bias of the network neuron.

(3)使用基于遗传算法的改进型量子神经网络进行板形识别,将数据处理模块的输出ai作为量子神经网络的输入;量子神经网络的输出u1,u2,u3,u4为板形的隶属度;(3) Use the improved quantum neural network based on genetic algorithm to recognize the plate shape, and use the output a i of the data processing module as the input of the quantum neural network; the output u 1 , u 2 , u 3 , u 4 of the quantum neural network are The degree of membership of the plate shape;

若u1>0,表示板形具有左边浪,若u1<0,表示板形具有右边浪;If u 1 >0, it means that the board shape has a left wave; if u 1 <0, it means that the board shape has a right wave;

若u2>0,表示板形具有中间浪,若u2<0,表示板形具有双边浪;If u 2 >0, it means that the board shape has middle waves; if u 2 <0, it means that the board shape has double-sided waves;

若u3>0,表示板形具有左三分浪,若u3<0,表示板形具有右三分浪;If u 3 >0, it means that the board shape has a left three-point wave; if u 3 <0, it means that the board shape has a right three-point wave;

若u4>0,表示板形具有四分浪,若u4<0,表示板形具有边中浪。If u 4 >0, it means that the board shape has a quarter wave, and if u 4 <0, it means that the board shape has a side wave.

按照上述方案,如图3所示,基于遗传算法的新型量子神经网络的建立过程为:According to the above scheme, as shown in Figure 3, the establishment process of the new quantum neural network based on the genetic algorithm is as follows:

1.确定用于板形模式识别的量子神经网络训练学习的控制参数:1. Determine the control parameters for the quantum neural network training study of plate shape pattern recognition:

具体参数包括:用于网络训练的遗传算法的初始种群个数NP,遗传算法的最大学习代数N,网络训练效果的目标值为e,以及训练样本数目为M;The specific parameters include: the initial population number NP of the genetic algorithm used for network training, the maximum learning algebra N of the genetic algorithm, the target value of the network training effect e, and the number of training samples M;

2.训练样本数据的处理:2. Processing of training sample data:

将板形仪输出的数据直接输入到网络,让网络前端的多层神经网络进行自动特征提取趣然后输入到多层激励函数的量子神经网络中去。The data output by the shape meter is directly input to the network, and the multi-layer neural network at the front end of the network is used for automatic feature extraction, and then input into the quantum neural network of the multi-layer activation function.

3.多层激励函数的改进型量子神经网络的设置:3. The settings of the improved quantum neural network with multi-layer activation function:

多层激励函数的改进型量子神经网络模型采用了如图2所示的网状拓扑结构,是由特征提取层(输入层)、隐含层和输出层构成。模型隐含层神经元激励函数采用多量子能级变换函数,每个多能级变换函数是一系列具有量子间隔偏移的ns个Sigmoid函数的线性叠加,即多层激励函数;因此,隐含层神经元的输出yh可表示为:The improved quantum neural network model of multi-layer activation function adopts the network topology shown in Figure 2, which is composed of feature extraction layer (input layer), hidden layer and output layer. The neuron activation function of the hidden layer of the model adopts multi-quantum energy level transformation functions, and each multi-level energy level transformation function is a series of linear superposition of n s Sigmoid functions with quantum interval offsets, that is, multi-layer activation functions; therefore, hidden The output yh of neurons in a layer can be expressed as:

其中V是多层激励函数改进型量子神经网络的隐含层权值,a为特征提取层的输出,θr为量子间隔,ns为量子间隔数目。Among them, V is the hidden layer weight of the multi-layer excitation function improved quantum neural network, a is the output of the feature extraction layer, θ r is the quantum interval, and n s is the number of quantum intervals.

4.将特征提取层网络的权值和偏置,多层激励函数改进型量子神经网络的隐层权值,量子间隔和输出层权值定义为遗传算法的个体向量,按照等概率随机分布确定NP个个体向量的种群初始值;4. Define the weight and bias of the feature extraction layer network, the hidden layer weight of the multi-layer excitation function improved quantum neural network, the quantum interval and the output layer weight as individual vectors of the genetic algorithm, which are determined according to an equal probability random distribution The initial value of the population of NP individual vectors;

5.按照遗传算法的变异操作,交叉操作和选择操作进行个体向量的优化学习;使用优化学习得到的网络参数来配置多层激励函数的改进量子神经网络参数,在将M个训练样本数据带入多层激励函数的改进型量子神经网络来计算输出值,继而通过计算上述M个训练样本数据对应的4M个网络输出值与其实际值之间的算术差的平方和。该算术差的平方和定义为误差指标函数值;若误差指标函数值小于网络训练效果的目标值g则意味着网络训练成功,否则,应当继续训练网络,g应根据训练样本的数量和网络的规模来选取;5. According to the mutation operation, crossover operation and selection operation of the genetic algorithm, the optimization learning of the individual vector is carried out; the network parameters obtained by the optimization learning are used to configure the improved quantum neural network parameters of the multi-layer activation function, and M training sample data are brought into The improved quantum neural network of the multi-layer activation function calculates the output value, and then calculates the sum of the squares of the arithmetic differences between the 4M network output values corresponding to the above M training sample data and their actual values. The sum of squares of the arithmetic difference is defined as the error index function value; if the error index function value is less than the target value g of the network training effect, it means that the network training is successful, otherwise, the network should continue to be trained, and g should be based on the number of training samples and the network performance. size to choose;

6.记录训练学习的网络参数,得到一个15输入4输出的多层激励函数的改进型量子神经网;6. Record the network parameters for training and learning, and obtain an improved quantum neural network with a multi-layer activation function of 15 inputs and 4 outputs;

按照上述步骤建立好网络之后,再进行板形识别。After the network is established according to the above steps, the plate shape recognition is carried out.

图4给出了本实例进行在线模式识别后所得到的识别效果图。图4-a是网络识别的板形缺陷曲线分布图;图4-b是识别后的左边浪分量;图4-c是识别后的双边浪分量;图4-d是识别后的左三分浪;图4-e是识别后的边中浪。从图中可以看出本发明提出的技术方案能够很好的完成板形缺陷的识别任务。解决常规方法遇到的精度和实时性不够理想、辩识模型结构复杂切网络训练时间长、数据特征处理人为因素太大、稳定性和鲁棒性差的技术问题,可以为控制系统提可靠的控制依据,为提高冷轧板带钢质量提供了有力保证。Figure 4 shows the recognition effect diagram obtained after online pattern recognition in this example. Figure 4-a is the distribution diagram of the shape defect curve identified by the network; Figure 4-b is the left wave component after identification; Figure 4-c is the bilateral wave component after identification; Figure 4-d is the left third after identification wave; Figure 4-e is the wave in the edge after identification. It can be seen from the figure that the technical solution proposed by the present invention can well complete the identification task of plate shape defects. Solve the technical problems encountered by conventional methods such as unsatisfactory accuracy and real-time performance, complex identification model structure, long network training time, too many human factors in data feature processing, poor stability and robustness, and provide reliable control for the control system. The basis provides a strong guarantee for improving the quality of cold-rolled strips.

以上实施例仅用于说明本发明的计算思想和特点,其目的在于使本领域内的技术人员能够了解本发明的内容并根据以实施,本发明的保护范围不限于上述实例。所以凡依据本发明所揭示的原理、设计思路所作的等同变化或修饰,均在本发明的保护范围之内。The above embodiments are only used to illustrate the calculation idea and characteristics of the present invention, and its purpose is to enable those skilled in the art to understand the content of the present invention and implement it accordingly. The protection scope of the present invention is not limited to the above examples. Therefore, all equivalent changes or modifications based on the principles and design ideas disclosed in the present invention are within the protection scope of the present invention.

Claims (2)

1.一种冷轧板带信号模式识别的方法,其特征在于:该方法内容包括以下步骤:1. A method for cold-rolled strip signal pattern recognition, characterized in that: the method content may further comprise the steps: 步骤1 采集板形仪在线测量的冷轧带钢宽度方向各测量段板形测量值,得到各测量段板形值;令测量段的个数为m,第i个测量段板形测量值为FiStep 1 Collect the flatness measurement values of each measurement section in the width direction of the cold-rolled strip measured online by the flatness meter, and obtain the flatness value of each measurement section; let the number of measurement sections be m, and the flatness measurement value of the i-th measurement section is F i ; 步骤2 将板形仪输出的原始数据输入到一个n层的神经网络作为特征提取层,主要通过训练让网络自动提取特征以排除人工的痕迹;因板形主要有左边浪、右边浪、中间浪、双边浪、右三分浪、左三分浪、四分浪和边中浪八种缺陷模式,所以使网络输出为ai,i=1,2,3...m,其中m为输出个数,这里取m=8,则网络每一层的计算公式如下:Step 2 Input the original data output by the shape meter into an n-layer neural network as the feature extraction layer, mainly through training to let the network automatically extract features to eliminate artificial traces; because the plate shape mainly has left waves, right waves, and middle waves , two-sided wave, right three-point wave, left three-point wave, four-point wave and side-center wave eight defect modes, so the network output is a i , i=1,2,3...m, where m is the output The number, here m=8, the calculation formula of each layer of the network is as follows: al i=f(Wlxl+bl),l=1,2,...na l i =f(W l x l +b l ),l=1,2,...n 其中l为网络的第l层;Wl为第l层网络权值;xl为第l层输入;bl为网络神经元偏置;Where l is the lth layer of the network; W l is the network weight of the lth layer; x l is the input of the lth layer; b l is the network neuron bias; 步骤3 使用基于遗传算法的改进型量子神经网络进行板形识别,将数据处理模块的输出ai作为量子神经网络的输入,量子神经网络的输出u1,u2,u3,u4为板形的隶属度;Step 3 Use the improved quantum neural network based on genetic algorithm to recognize the plate shape, take the output a i of the data processing module as the input of the quantum neural network, and the output u 1 , u 2 , u 3 , and u 4 of the quantum neural network are the plates The degree of membership of the shape; 若u1>0,表示板形具有左边浪,若u1<0,表示板形具有右边浪;If u 1 >0, it means that the board shape has a left wave; if u 1 <0, it means that the board shape has a right wave; 若u2>0,表示板形具有中间浪,若u2<0,表示板形具有双边浪;If u 2 >0, it means that the board shape has middle waves; if u 2 <0, it means that the board shape has double-sided waves; 若u3>0,表示板形具有左三分浪,若u3<0,表示板形具有右三分浪;If u 3 >0, it means that the board shape has a left three-point wave; if u 3 <0, it means that the board shape has a right three-point wave; 若u4>0,表示板形具有四分浪,若u4<0,表示板形具有边中浪。If u 4 >0, it means that the board shape has a quarter wave, and if u 4 <0, it means that the board shape has a side wave. 2.根据权利要求1所述的一种冷轧板带信号模式识别的方法,其特征在于:所述基于遗传算法的改进型量子神经网络,其建立过程包括如下步骤:2. the method for a kind of cold-rolled strip signal pattern recognition according to claim 1, is characterized in that: described improved quantum neural network based on genetic algorithm, its establishment process comprises the steps: 1)确定用于板形模式识别的量子神经网络训练学习的控制参数:1) Determine the control parameters for the quantum neural network training learning of plate shape pattern recognition: 具体控制参数包括:用于网络训练遗传算法的初始种群个数NP,遗传算法的最大学习代数N,网络训练效果的目标值e,以及训练样本数目M;The specific control parameters include: the initial population number NP used for network training genetic algorithm, the maximum learning algebra N of genetic algorithm, the target value e of network training effect, and the number of training samples M; 2)训练样本数据的处理:2) Processing of training sample data: 将板形仪输出的数据直接输入到网络,让网络前端的多层神经网络进行自动特征提取,然后输入到多层激励函数的量子神经网络中去;Input the data output by the shape meter directly into the network, let the multi-layer neural network at the front end of the network perform automatic feature extraction, and then input it into the quantum neural network of the multi-layer activation function; 3)多层激励函数改进型量子神经网络的设置:3) Setting of multi-layer activation function improved quantum neural network: 多层激励函数改进型量子神经网络模型采用网状拓扑结构,是由特征提取层、隐含层和输出层构成,特征提取层也称输入层;模型隐含层神经元激励函数采用多量子能级变换函数,每个多能级变换函数是一系列具有量子间隔偏移的ns个Sigmoid函数的线性叠加,即多层激励函数;因此,隐含层神经元的输出yh可表示为:The multi-layer excitation function improved quantum neural network model adopts a mesh topology, which is composed of a feature extraction layer, a hidden layer and an output layer. The feature extraction layer is also called the input layer; Level transformation function, each multi-level transformation function is a linear superposition of a series of n s Sigmoid functions with quantum interval offset, that is, the multi-layer activation function; therefore, the output y h of neurons in the hidden layer can be expressed as: 其中V是多层激励函数量子神经网络的隐含层权值,a为特征提取层的输出,θr为量子间隔,ns为量子间隔数目;Where V is the hidden layer weight of the multi-layer excitation function quantum neural network, a is the output of the feature extraction layer, θ r is the quantum interval, and n s is the number of quantum intervals; 4)将特征提取层网络的权值和偏置、多层激励函数量子神经网络的隐层权值、量子间隔和输出层权值定义为遗传算法的个体向量,按照等概率随机分布确定NP个个体向量的种群初始值;4) Define the weights and biases of the feature extraction layer network, the hidden layer weights, quantum intervals, and output layer weights of the multi-layer excitation function quantum neural network as individual vectors of the genetic algorithm, and determine NP random distributions according to equal probability The initial value of the population of the individual vector; 5)按照遗传算法的变异操作、交叉操作和选择操作进行个体向量的优化学习;使用优化学习得到的网络参数来配置多层激励函数的改进型量子神经网络参数,在将M个训练样本数据带入多层激励函数的改进型量子神经网络来计算输出值,继而通过计算上述M个训练样本数据对应的4M个网络输出值与其实际值之间的算术差的平方和;该算术差的平方和定义为误差指标函数值;若误差指标函数值小于网络训练效果的目标值g则意味着网络训练成功,否则,应当继续训练网络,g应根据训练样本的数量和网络的规模来选取;5) According to the mutation operation, crossover operation and selection operation of the genetic algorithm, the optimization learning of the individual vector is carried out; the network parameters obtained by the optimization learning are used to configure the parameters of the improved quantum neural network of the multi-layer activation function, and the M training sample data is brought to The improved quantum neural network with multi-layer activation function is used to calculate the output value, and then the sum of the squares of the arithmetic difference between the 4M network output values corresponding to the above M training sample data and their actual values is calculated; the sum of the squares of the arithmetic difference Defined as the error index function value; if the error index function value is less than the target value g of the network training effect, it means that the network training is successful, otherwise, the network should continue to be trained, and g should be selected according to the number of training samples and the scale of the network; 6)记录训练学习的网络参数,得到一个15输入4输出的多层激励函数的改进型量子神经网;6) Record the network parameters of training and learning, and obtain an improved quantum neural network with a multi-layer activation function of 15 inputs and 4 outputs; 按照上述步骤建立好网络后,再进行板形识别。After the network is established according to the above steps, the plate shape recognition is carried out.
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