CN110866314B - Rotating Machinery Remaining Lifetime Prediction Method Based on Multilayer Bidirectionally Gated Recurrent Unit Networks - Google Patents
Rotating Machinery Remaining Lifetime Prediction Method Based on Multilayer Bidirectionally Gated Recurrent Unit Networks Download PDFInfo
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Abstract
Description
技术领域technical field
本发明涉及旋转机械剩余寿命预测技术,特别是一种多层双向门控循环单元网络的旋转机械剩余寿命预测方法。The invention relates to a technology for predicting the remaining life of a rotating machine, in particular to a method for predicting the remaining life of a rotating machine based on a multi-layer bidirectional gated cycle unit network.
背景技术Background technique
由于先进的传感器和计算机技术的发展,工业生产中积累了大量的状态监测数据,数据驱动方法在机械设备剩余寿命预测中得到了广泛的应用,因为它们能够利用状态监测数据来量化退化过程,而不是建立一个不容易获得的精确系统模型。Due to the development of advanced sensor and computer technology, a large amount of condition monitoring data has been accumulated in industrial production, and data-driven methods have been widely used in the prediction of mechanical equipment remaining life, because they can use condition monitoring data to quantify the degradation process, while Rather than building an accurate system model that is not readily available.
故障预测与健康管理包括故障检测、故障诊断、剩余寿命预测和健康管理四个阶段。当故障被发现或诊断时,通常会尽快关闭机器以避免灾难性的后果。执行这样的行动通常发生在不方便的时间,通常会造成大量的时间和经济损失。因此,必须以预测的方式而不是诊断的方式来安排维护策略。考虑有效的机械预测维护的准确剩余寿命预测,从而减少昂贵的非计划的机械维修。从这个角度出发,考虑有效的机械预测维护的剩余寿命预测至关重要。工业现场中常见的旋转零部件,如轴承、齿轮、转子等,是旋转机械设备中的重要组成构件,它的健康状况直接影响旋转机械能否正常运转。这些关键部件损坏严重会导致生产停工,带来巨大经济损失,因此,对机械设备剩余寿命准确预测对于设备安全可靠运行具有重要意义。Fault prediction and health management includes four stages: fault detection, fault diagnosis, remaining life prediction and health management. When a fault is discovered or diagnosed, the machine is usually shut down as quickly as possible to avoid catastrophic consequences. Performing such actions usually takes place at inconvenient times and often results in considerable time and financial loss. Therefore, maintenance strategies must be scheduled in a predictive rather than diagnostic fashion. Consider accurate remaining life predictions for efficient machinery predictive maintenance, reducing costly unscheduled machinery repairs. From this perspective, it is crucial to consider residual life prediction for efficient machinery predictive maintenance. Common rotating parts in industrial sites, such as bearings, gears, rotors, etc., are important components of rotating machinery, and their health directly affects the normal operation of rotating machinery. Severe damage to these key components will lead to production shutdown and huge economic losses. Therefore, accurate prediction of the remaining life of mechanical equipment is of great significance for the safe and reliable operation of equipment.
现有的剩余寿命预测方法主要存在以下问题:(1)深度学习方法能有效挖掘传感器数据的隐藏特征,为剩余寿命预测提供了更好的点估计。由于测量噪声和模型参数的原因,预测结果通常变化很大。仅进行剩余寿命的点估计是不能满足实际要求的。为表达预测结果的不确定性,不仅要计算确定的剩余寿命预测值,还需要计算剩余寿命的置信区间;(2)用深度学习方法进行剩余寿命预测是采用固定学习效率训练网络,效率较低;(3)基于模型的方法试图建立描述机械退化过程的数学或物理模型,并利用实测数据更新模型参数,实际中很难找到一个精确的模型来描述旋转机械的退化过程。The existing remaining life prediction methods mainly have the following problems: (1) Deep learning methods can effectively mine the hidden features of sensor data and provide better point estimates for remaining life prediction. Predictions often vary widely due to measurement noise and model parameters. Only point estimation of remaining life cannot meet the actual requirements. In order to express the uncertainty of the prediction results, it is necessary not only to calculate the determined predicted value of remaining life, but also to calculate the confidence interval of remaining life; (2) The remaining life prediction with deep learning method is to use fixed learning efficiency to train the network, which is inefficient (3) The model-based method tries to establish a mathematical or physical model to describe the degradation process of the machinery, and uses the measured data to update the model parameters. In practice, it is difficult to find an accurate model to describe the degradation process of the rotating machinery.
发明内容Contents of the invention
本发明要解决的技术问题是针对上述现有技术的不足,而提供一种多层双向门控循环单元网络的旋转机械剩余寿命预测方法,该多层双向门控循环单元网络的旋转机械剩余寿命预测方法能够提高预测的精度,有效获取剩余寿命的置信区间,进而为机械设备的运行维护提供可靠的建议,避免灾难性的后果。The technical problem to be solved by the present invention is to provide a method for predicting the remaining life of a rotating machine with a network of multi-layer bidirectional gated cyclic units. The prediction method can improve the prediction accuracy, effectively obtain the confidence interval of the remaining life, and then provide reliable suggestions for the operation and maintenance of mechanical equipment to avoid catastrophic consequences.
为解决上述技术问题,本发明采用的技术方案是:多层双向门控循环单元网络的旋转机械剩余寿命预测方法,包括如下步骤:In order to solve the above-mentioned technical problems, the technical solution adopted in the present invention is: a method for predicting the remaining life of rotating machinery in a multi-layer bidirectional gated cyclic unit network, comprising the following steps:
步骤1,采集振动信号:对旋转机械的关键部件的振动信号进行采集。Step 1, collecting vibration signals: collecting vibration signals of key components of rotating machinery.
步骤2,健康指标的构建:构建描述旋转机械关键部件退化过程的健康指标。Step 2, construction of health indicators: construct health indicators describing the degradation process of key components of rotating machinery.
步骤3,利用滑动窗技术构建训练和测试数据集。Step 3, using sliding window technology to construct training and testing data sets.
步骤4,构建网络:由单个双向GRU网络堆叠构建MBi-GRU神经网络。Step 4, build the network: construct the MBi-GRU neural network by stacking a single bidirectional GRU network.
步骤5,通过Bootstrap方法构建集成学习网络获取预测结果不确定性表达。模型的输入输出就是步骤(3)获取的数据。Step 5, build an integrated learning network through the Bootstrap method to obtain the uncertainty expression of the prediction results. The input and output of the model are the data obtained in step (3).
步骤6,训练网络:整个模型的训练通过误差反向传递来来最小化损失函数来训练,本发明提出用自然衰减学习效率来训练MBi-GRU神经网络。Step 6, training the network: the training of the entire model is performed by minimizing the loss function through error reverse transmission. The present invention proposes to train the MBi-GRU neural network with natural attenuation learning efficiency.
步骤7,剩余寿命均值和置信区间的获取:将测试集的数据输入到步骤(5)训练好的网络中,测试集对应的输出就是想要得到的剩余寿命预测值和置信区间。Step 7. Acquisition of the mean value of remaining life and confidence interval: input the data of the test set into the network trained in step (5), and the corresponding output of the test set is the desired remaining life prediction value and confidence interval.
步骤8,评价剩余寿命预测结果:本发明采用两个指标来评价:均方误差和预测绝对误差。Step 8, evaluating the prediction result of the remaining life: the present invention uses two indexes to evaluate: mean square error and prediction absolute error.
本发明的进一步改进在于:所述步骤2中从振动信号中提取原始特征。选取趋势值大的特征构成特征子集,最后采用无监督SOM算法将所选的特征子集构建评价轴承全寿命的健康指标;A further improvement of the present invention lies in that: in the step 2, the original features are extracted from the vibration signal. Select the features with a large trend value to form a feature subset, and finally use the unsupervised SOM algorithm to construct a health index for evaluating the life of the bearing from the selected feature subset;
本发明的进一步改进在于:所述步骤4中,更新门同时控制当前输入数据xt和先前记忆信息ht-1,输出一个在0到1之间的数值zt,计算公式为A further improvement of the present invention is that: in the step 4, the update gate controls the current input data x t and the previous memory information h t-1 at the same time, and outputs a value z t between 0 and 1, and the calculation formula is
zt=σ(Wz[ht-1,xt]+bx) (1)z t =σ(W z [h t-1 ,x t ]+b x ) (1)
式中,x是输入数据,h为GRU单元的输出,r是重置门,z是更新门,r和z共同控制了如何从之前的隐藏状态ht-1计算获得新的隐藏状态ht。In the formula, x is the input data, h is the output of the GRU unit, r is the reset gate, z is the update gate, r and z jointly control how to calculate the new hidden state h t from the previous hidden state h t-1 .
zt决定要以多大程度将ht-1向下一个状态传递,由式(1)可得。式中σ为sigmoid函数,Wz为更新门权重,bz为偏置。重置门控制ht-1对结果ht的重要程度。如果先前记忆ht-1和新的记忆完全不相关,重置门可以发挥作用,去除先前记忆的影响,即z t decides how much to transfer h t-1 to the next state, which can be obtained from formula (1). In the formula, σ is the sigmoid function, W z is the update gate weight, and b z is the bias. The reset gate controls how important ht -1 is to the outcome ht . If the previous memory h t-1 is completely unrelated to the new memory, the reset gate can work to remove the influence of the previous memory, i.e.
rt=σ(Wr[ht-1,xt]+br) (2)r t =σ(W r [h t-1 ,x t ]+b r ) (2)
根据更新门产生新的记忆信息即Generate new memory information according to the update gate which is
当前时刻的输出为ht,即The output at the current moment is h t , namely
Bi-GRU模型的基本单元由一个前向传播的GRU单元和一个后向传播的GRU单元一起构成。在单向的神经网络结构中,状态总是从前往后输出的。然而,在剩余寿命预测中,如果当前时刻的输出能与前一时刻的状态和后一时刻的状态都产生联系。Bi-GRU当前的隐层状态由当前的输入xt,t-1时刻向前的隐层状态和反向的隐层状态的输出三个部分共同决定。The basic unit of the Bi-GRU model consists of a GRU unit for forward propagation and a GRU unit for backward propagation. In a unidirectional neural network structure, states are always output from front to back. However, in the remaining life prediction, if the output at the current moment can be related to the state at the previous moment and the state at the next moment. The current hidden layer state of Bi-GRU is determined by the current input x t , the hidden layer state forward at time t-1 and the output of the reversed hidden layer state The three parts are jointly determined.
其中:GRU()函数表示对输入的机械设备退化指标的非线性变换,把退化指标编码成对应的GRU隐层状态。wt、vt分别表示t时刻双向GRU所对应的前向隐层状态和反向的隐层状态的输出所对应的权重,bt表示t时刻隐层状态所对应的偏置。Among them: the GRU() function represents the nonlinear transformation of the input mechanical equipment degradation index, and encodes the degradation index into the corresponding GRU hidden layer state. w t and v t respectively represent the forward hidden layer state corresponding to the bidirectional GRU at time t and the output of the reversed hidden layer state The corresponding weight, b t represents the bias corresponding to the state of the hidden layer at time t.
采用3个Bi-GRU层和全连接回归层,对构建好的健康指标进行回归预测。采用3层的模型,可以增加模型的参数,提高模型的学习能力。其中每层的隐藏状态有2个信息流向,1传输给下一时刻,2要作为当前时刻下一层的输入。MBi-GRU模型能够充分利用机械设备退化状态过去和未来的相关信息并有效地进行层层之间的传递,进而提高剩余寿命预测的精度。Three Bi-GRU layers and a fully connected regression layer are used to perform regression prediction on the constructed health indicators. Using a 3-layer model can increase the parameters of the model and improve the learning ability of the model. The hidden state of each layer has two information flow directions, 1 is transmitted to the next moment, and 2 is used as the input of the next layer at the current moment. The MBi-GRU model can make full use of the past and future relevant information of the degradation state of mechanical equipment and effectively transfer between layers, thereby improving the accuracy of remaining life prediction.
本发明的进一步改进在于:所述步骤5中健康指标有N个值,即(z(t1),z(t2),...,z(tN)),n=1,2,…,N。令L为滑动窗的长度。(z(ti),z(ti+1),...,z(ti+L-1))一个窗长的退化状态,其对应的输出为z(ti+L),N个退化状态数据可以生成N-L个样本,预测的系统状态可用以下函数关系式表达The further improvement of the present invention is that: in the step 5, the health index has N values, namely (z(t 1 ), z(t 2 ),..., z(t N )), n=1, 2, ..., N. Let L be the length of the sliding window. (z(t i ),z(t i+1 ),...,z(t i+L-1 )) a degenerated state with a window length, the corresponding output is z(t i+L ), N A degraded state data can generate NL samples, and the predicted system state can be expressed by the following functional relationship
z(ti+L)=φ(z(ti),z(ti+1),...,z(ti+L-1)) (8)z(t i+L )=φ(z(t i ),z(t i+1 ),...,z(t i+L-1 )) (8)
获取预测结果的置信区间是为了量化点估计的不确定性。用替代的方法从原始训练数据中重采样K次。模型φk(k=1,2,...,K)每次采用重采样的数据Sk(t1:ti)(k=1,2,...,K)训练。最后,多个模型的集成运算将产生剩余寿命预测结果的均值和方差。上述描述用公式表达如下Confidence intervals for forecast results are obtained to quantify the uncertainty of point estimates. Resample K times from the original training data with an alternative method. The model φ k (k=1, 2, . . . , K) is trained with resampled data S k (t 1 :t i ) (k=1, 2, . . . , K) each time. Finally, the ensemble operation of multiple models will produce the mean and variance of the remaining life prediction results. The above description is expressed by the formula as follows
Zk(li+ti)=φk(Sk(t1:ti)) (9)Z k (l i +t i )=φ k (S k (t 1 :t i )) (9)
其中,Zk(li+ti)表示通过Bootstrap method获得的系统的状态预测值。Among them, Z k (l i +t i ) represents the state prediction value of the system obtained by the Bootstrap method.
ti时刻的剩余寿命li定义如下:The remaining lifetime l i at time t i is defined as follows:
li=inf{li:Zk(li+ti)≥τ|z(t1:ti)} (10)l i =inf{l i :Z k (l i +t i )≥τ|z(t 1 :t i )} (10)
其中,τ是预先设定的失效阈值;z0:i为从t0到ti时刻估计的系统状态值,Zk(ti+li)是估计的ti+li时刻的系统状态值。最后的剩余寿命的置信区间可以通过求ti时刻的剩余寿命li的百分位数得到。Among them, τ is the preset failure threshold; z 0:i is the estimated system state value from t 0 to t i time, Z k (t i + l i ) is the estimated system state at t i + l i time value. The final confidence interval of the remaining life can be obtained by calculating the percentile of the remaining life l i at time t i .
本发明的进一步改进在于:所述步骤6中,在网络训练的开始阶段,将学习效率设置较大,当逐渐靠近最优解的时候,慢慢减小学习效率从而更接近网络最优值。利用自然指数衰减学习效率来训练深度循环神经网络,能有效训练神经网络,自然指数衰减学习效率计算方法如下:The further improvement of the present invention is: in the step 6, at the initial stage of network training, the learning efficiency is set higher, and when gradually approaching the optimal solution, the learning efficiency is gradually reduced so as to get closer to the optimal value of the network. Using the natural exponential decay learning efficiency to train the deep recurrent neural network can effectively train the neural network. The calculation method of the natural exponential decay learning efficiency is as follows:
其中,lr:当前的学习速率,lr0:最初的学习速率,rdecay:每轮学习的衰减率,0<rdecay<1,Sglobal:当前的全局学习步数,Sdecay:每轮学习的步数,Sdecay=Nsample/Nbatch,即样本总数除以每个batch数的大小。Among them, lr: the current learning rate, lr 0 : the initial learning rate, r decay : the decay rate of each round of learning, 0<r decay <1, S global : the current number of global learning steps, S decay : each round of learning The number of steps, S decay =N sample /N batch , that is, the total number of samples divided by the size of each batch.
本发明的进一步改进在于:步骤8中,均方误差,即Mean Squared Error,MSE和预测绝对误差,即Mean Absolute Percentage Error,MAPE;计算公式如下:The further improvement of the present invention is: in step 8, mean square error, i.e. Mean Squared Error, MSE and prediction absolute error, i.e. Mean Absolute Percentage Error, MAPE; Calculation formula is as follows:
其中,HIAct为真实的轴承退化状态,HIPre为预测的轴承退化状态,Np为预测的点数。Among them, HI Act is the real bearing degradation state, HI Pre is the predicted bearing degradation state, and N p is the number of predicted points.
有益效果:Beneficial effect:
1.数据驱动的剩余寿命预测方法不依赖固定的退化模型;1. Data-driven remaining life prediction methods do not rely on fixed degradation models;
2.通过Bootstrap方法可以有效获取剩余寿命的置信区间,为设备的运营维护提供可靠知识;2. The confidence interval of the remaining life can be effectively obtained through the Bootstrap method, providing reliable knowledge for the operation and maintenance of equipment;
3.MBi-GRU模型能够充分利用机械设备退化状态过去和未来的相关信息并有效地进行层层之间的传递,进而提高剩余寿命预测的精度;3. The MBi-GRU model can make full use of the past and future relevant information of the degradation state of mechanical equipment and effectively transfer between layers, thereby improving the accuracy of remaining life prediction;
4.自然衰减学习效率能高效训练深度神经网络,大大节省了时间,有效避免了网络不收敛;4. The natural attenuation learning efficiency can efficiently train the deep neural network, which greatly saves time and effectively prevents the network from not converging;
5.本发明能准确预测机械设备的剩余寿命,且简单易行,可广泛应用于化工、冶金、电力、航空等领域旋转机械健康评估与剩余寿命预测,可以大幅减少昂贵的计划外维修,避免大灾难的发生。5. The invention can accurately predict the remaining life of mechanical equipment, and is simple and easy to implement. It can be widely used in the health assessment and remaining life prediction of rotating machinery in the fields of chemical industry, metallurgy, electric power, aviation and other fields. It can greatly reduce expensive unplanned maintenance and avoid The occurrence of a catastrophe.
附图说明Description of drawings
图1为本发明多层双向门控循环单元网络的旋转机械剩余寿命预测方法的流程图。FIG. 1 is a flow chart of the method for predicting the remaining life of a rotating machine based on a multi-layer bidirectional gated cyclic unit network of the present invention.
图2为6308轴承安装示意图;Figure 2 is a schematic diagram of 6308 bearing installation;
图3为轴承剥落图;Figure 3 is a bearing spalling diagram;
图4为轴承振动信号时域波形图;Figure 4 is a time-domain waveform diagram of the bearing vibration signal;
图5为构建的轴承健康指标图;Figure 5 is a constructed bearing health index map;
图6为本发明方法剩余寿命预测的效果图。Fig. 6 is an effect diagram of remaining life prediction by the method of the present invention.
具体实施方式Detailed ways
下面结合附图和具体较佳实施方式对本发明作进一步详细的说明。The present invention will be further described in detail below in conjunction with the accompanying drawings and specific preferred embodiments.
如图1所示,本实施例的多层双向门控循环单元网络的旋转机械剩余寿命预测方法,包括如下步骤。As shown in FIG. 1 , the method for predicting the remaining life of a rotating machine with a multi-layer bidirectional gated cyclic unit network in this embodiment includes the following steps.
步骤1,振动信号采集:对旋转机械的关键部件的振动信号进行采集。Step 1, vibration signal collection: collect the vibration signals of the key parts of the rotating machinery.
旋转机械的关键部件包括轴承、齿轮或转子等;关键部件振动信号的采集方法为现有技术,本申请中,以轴承为例,ABLT-1A轴承寿命强化试验台.试验台由试验头、试验头座、传动系统、加载系统、润滑系统、电气控制系统、测试及数据采集系统组成。The key components of rotating machinery include bearings, gears or rotors, etc.; the acquisition method of vibration signals of key components is an existing technology. In this application, taking bearings as an example, ABLT-1A bearing life enhancement test bench. The test bench consists of test heads, test It consists of headstock, transmission system, loading system, lubrication system, electrical control system, testing and data acquisition system.
试验台能够同时安装4个轴承进行加速疲劳寿命试验。The test bench can install 4 bearings at the same time for accelerated fatigue life test.
试验台原测试系统由4个热电偶和1个加速度传感器构成,分别拾取4个轴承外圈的温度信号和整个试验台的振动信号。为了有效地监测各个轴承的运行状态,对测试系统进行了调整,增加到4个加速度传感器,分别拾取3个刚体外壳上的振动信号。第1、2、3、4通道振动传感器分别对应于1、2、3、4工位的轴承数据。试验的加载条件如表1所示。轴承的额定动载荷为42.3kN,实际加砝码35kg,即每个轴承上受到的额定动载荷为17.5kN。径向载荷加载状况如表2所示。加满载荷后,轴承运行了16h后,最终试验机因为振动均方根达到停机阈值而停机。加满载荷的振动均方根值为11.0,停机阈值设置为45.0。用线切割切开轴承后可以看到第3工位的轴承外圈有明显的剥落现象,如图3所示。The original test system of the test bench is composed of 4 thermocouples and 1 acceleration sensor, which respectively pick up the temperature signals of the 4 bearing outer rings and the vibration signal of the entire test bench. In order to effectively monitor the running status of each bearing, the test system has been adjusted and increased to 4 acceleration sensors to pick up the vibration signals on the 3 rigid shells respectively. The vibration sensors of channels 1, 2, 3, and 4 correspond to the bearing data of stations 1, 2, 3, and 4, respectively. The loading conditions of the test are shown in Table 1. The rated dynamic load of the bearing is 42.3kN, and the actual added weight is 35kg, that is, the rated dynamic load on each bearing is 17.5kN. The radial load loading conditions are shown in Table 2. After the bearing was fully loaded and operated for 16 hours, the final test machine was shut down because the root mean square vibration reached the shutdown threshold. The vibration rms at full load was 11.0 and the shutdown threshold was set at 45.0. After cutting the bearing with wire cutting, it can be seen that the outer ring of the bearing at the third station has obvious peeling phenomenon, as shown in Figure 3.
表1全寿命试验测试条件Table 1 Test conditions of the whole life test
表2径向载荷加载状况Table 2 Radial load loading conditions
步骤2,构建健康指标,如图5。Step 2, build health indicators, as shown in Figure 5.
步骤21,6308轴承振动信号时域波形如图4所示.从振动信号中提取原始特征包括16个时域特征,13个频域特征,17个时频域特征和2个基于三角函数的特征,三角函数的特征分别是反三角双曲余弦标和反三角双曲正弦标准差。Step 21, the time-domain waveform of the 6308 bearing vibration signal is shown in Figure 4. The original features extracted from the vibration signal include 16 time-domain features, 13 frequency-domain features, 17 time-frequency domain features and 2 features based on trigonometric functions , the trigonometric functions are characterized by the inverse trigonometric hyperbolic cosine standard and the inverse trigonometric hyperbolic sine standard deviation, respectively.
步骤22,选取趋势值大于0.8的特征构成特征子集。Step 22, selecting features with a trend value greater than 0.8 to form a feature subset.
步骤23,采用无监督SOM算法将所选的特征子集构建评价轴承全寿命的健康指标如图5所示。Step 23, using the unsupervised SOM algorithm to construct a health index for evaluating the life of the bearing from the selected feature subset, as shown in Figure 5.
步骤3,构建网络训练集和测试集,滑动窗长设置为30,1500点后的数据为测试集。Step 3, construct the network training set and test set, the sliding window length is set to 30, and the data after 1500 points is the test set.
步骤4,由单个双向GRU网络堆叠构建MBi-GRU神经网络,层数为3,网络神经元数目为300。In step 4, the MBi-GRU neural network is constructed by stacking a single bidirectional GRU network, the number of layers is 3, and the number of network neurons is 300.
步骤5,通过Bootstrap method获得的系统的状态预测值。Step 5, the state prediction value of the system obtained through the Bootstrap method.
步骤6,训练网络:整个模型的训练通过误差反向传递来来最小化损失函数来训练,本发明提出用多项式衰减学习效率来训练深度卷积神经网络;按公式7设置学习效率,初始学习效率为0.01,学习效率的衰减率为0.5,Sdecay为40步,Sglobal为200步。Step 6, training network: the training of the whole model minimizes the loss function to train by error reverse transmission, and the present invention proposes to train the deep convolutional neural network with polynomial attenuation learning efficiency; set the learning efficiency according to formula 7, the initial learning efficiency is 0.01, the decay rate of learning efficiency is 0.5, S decay is 40 steps, and S global is 200 steps.
步骤7,剩余寿命均值和置信区间的获取:将测试集的数据输入到步骤(5)训练好的网络中,测试集对应的输出就是预测的轴承退化状态值,通过式(8)~(10)就可以计算轴承的剩余寿命预测值为81min,置信区间为[76.0,85.3],与真实值的误差百分比为5.88%。Step 7. Acquisition of the mean value and confidence interval of the remaining life: input the data of the test set into the network trained in step (5), the corresponding output of the test set is the predicted bearing degradation state value, through the formula (8) ~ (10 ) can calculate the predicted value of the remaining life of the bearing to be 81min, the confidence interval is [76.0,85.3], and the error percentage with the true value is 5.88%.
z(ti+L)=φ(z(ti),z(ti+1),...,z(ti+L-1)) (8)z(t i+L )=φ(z(t i ),z(t i+1 ),...,z(t i+L-1 )) (8)
Zk(li+ti)=φk(Sk(t1:ti)) (9)Z k (l i +t i )=φ k (S k (t 1 :t i )) (9)
li=inf{li:Zk(li+ti)≥τz(t1:ti)} (10)l i =inf{l i :Z k (l i +t i )≥τz(t 1 :t i )} (10)
步骤8,评价预测的剩余寿命,分别与基于GRU网络,LSTM网络,全连接神经网络NN的预测结果进行了对比:Step 8, evaluate the predicted remaining life, and compare with the prediction results based on GRU network, LSTM network, and fully connected neural network NN:
本发明公布的方法预测的剩余寿命值比其余三种方法MSE、MAPE都小,更能准确预测轴承的剩余寿命。通过Bootstrap方法获取剩余寿命的置信区间。自然衰减的学习效率能够有效训练网络,进而学习振动信号中的特征。The remaining life value predicted by the method announced by the invention is smaller than MSE and MAPE of the other three methods, and can more accurately predict the remaining life of the bearing. Confidence intervals for remaining life were obtained by Bootstrap methods. The learning efficiency of natural decay can effectively train the network, and then learn the features in the vibration signal.
总之,发明结合深度学习强大特征提取能力的优势,利用双向门控循环单元神经网络进行了回归预测,通过Bootstrap方法获取剩余寿命的置信区间。针对循环神经网络模型在训练过程中模型精度对学习率的取值较为敏感,过高和过低都会影响模型的预测性能的问题,利用自然指数衰减学习效率高效训练神经网络。In short, the invention combines the advantages of deep learning's powerful feature extraction capabilities, uses a bidirectional gated recurrent unit neural network for regression prediction, and obtains the confidence interval of the remaining life through the Bootstrap method. Aiming at the problem that the model accuracy of the recurrent neural network model is sensitive to the value of the learning rate during the training process, too high or too low will affect the predictive performance of the model, the natural exponential decay learning efficiency is used to efficiently train the neural network.
本实施例能准确预测旋转机械剩余寿命和置信区间,可广泛应用于化工、冶金、电力、航空等领域旋转机械剩余寿命预测,可以大幅减少昂贵的计划外维修,避免大灾难的发生。This embodiment can accurately predict the remaining life of rotating machinery and the confidence interval, and can be widely used in the prediction of remaining life of rotating machinery in the fields of chemical industry, metallurgy, electric power, aviation, etc., can greatly reduce expensive unplanned maintenance, and avoid the occurrence of catastrophes.
以上详细描述了本发明的优选实施方式,但是,本发明并不限于上述实施方式中的具体细节,在本发明的技术构思范围内,可以对本发明的技术方案进行多种等同变换,这些等同变换均属于本发明的保护范围。The preferred embodiments of the present invention have been described in detail above, but the present invention is not limited to the specific details in the above embodiments. Within the scope of the technical concept of the present invention, various equivalent transformations can be carried out to the technical solutions of the present invention. These equivalent transformations All belong to the protection scope of the present invention.
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