from torch import nn
import torch
import os
import numpy as np
import pandas as pd
import matplotlib.pyplot as plt
import time
#####----绘制t-sne图----#
from sklearn import datasets
from sklearn.manifold import TSNE
#####----绘制混淆矩阵图----#
from sklearn.metrics import confusion_matrix
from matplotlib.pylab import style
#--- 定义预处理函数:加载数据、创建数据集---#
def data_acquision(file_path):
import scipy.io as scio
data = scio.loadmat(file_path) # 加载mat数据
data_key_list = list(data.keys()) # mat文件为字典类型,将key变为list类型
accl_key = data_key_list[3] # mat文件为字典类型,其加速度列在key_list的第4个
accl_data = data[accl_key].flatten() # 获取加速度信号,并展成1维数据
accl_data = (accl_data-np.mean(accl_data))/np.std(accl_data) #Z-score标准化数据集
return accl_data
def plot_freqDomain(data, fs=20480, title=None, clear_boundary=False, img_save_path=None, *args, **kwargs, ):
import matplotlib.pyplot as plt
import numpy as np
'''
data = 要处理的数据
img_savepath = 保存图片路径
sampling_rate = 采样率
'''
fft_data = np.array(data)
sampling_rate = fs
####-----加窗函数---####
fft_size = len(fft_data)
window = np.hanning(fft_size) # 调节窗口种类
fft_data = fft_data*window
####----进行fft---####
xf = np.fft.fft(fft_data)
xfp = np.fft.fftfreq(len(fft_data), d=1 / sampling_rate) # fftfreq(window length,)
xfp = xfp.flatten() # 2维数据变成1维数据,后面要用。
xf = abs(xf)
xf = xf[0:int(len(xf)/2)] #取xfp前半个长度
return xf
def plot_envelopeSpectrum(data, fs=12000, title=None, clear_boundary=False, img_save_path=None, x1=None, x2=None, *args,
**kwargs, ):
'''
encelope_data = 要处理的数据
fs = 采样率 (default: 12000Hz)
img_save_path = 图片保存路径,这里没用到
:return ET: 包络信号
'''
from scipy import fftpack
import numpy as np
envelope_data = np.array(data) # 获取数据
fft_size = len(envelope_data)
# step1: 做希尔伯特变换
hx = fftpack.hilbert(envelope_data) # hx.shape = (14684,1)
# step2: 求希尔伯特变换的幅值大小
hy = np.sqrt((envelope_data ** 2 + hx ** 2).astype('float')) # hy = sqrt(x^2 + hx^2)
##--------去直流分量
hy = hy - np.mean(hy)
##--------加窗函数
window = np.hanning(fft_size) # 调节窗口种类
hy = window * hy
ET = np.fft.fft(hy) # 对希尔伯特变换后的hy做fft变换获得幅值
ET = np.abs(ET) # 对幅值求绝对值(此时的绝对值很大)
freq = np.fft.fftfreq(fft_size, d=1 / fs) # 获取fft频率,ftfreq(fft_size,)
freq = freq.flatten() # 2维数据变成1维数据,后面要用。
## -----Z-score归一化
ET = (ET - np.mean(ET)) / np.std(ET)
ET = ET[0:int(len(ET) / 2)] # 取xfp前半个长度
return ET
def data_spilt(data, fr=None, num_2_generate=20, fs=None):
'''
Desription: 将数据分割成n个小块。输入数据data采样点数是400000,分成100个子样本数据,每个子样本数据就是4000个数据点
param:
data: 要输入的数据
fr: 转速(r/min)
num_2_generate: 要生成的子样本数量
fs: 采样率
:return spilt_datalist 分割好的数据,类型为2维list(num_2_generate*each_fft_length
'''
data = list(data)
total_length = len(data)
start_num = 0 # 子样本起始值
each_subdata_length = 2048 # 分割的子样本长度
end_num = each_subdata_length # 子样本终止值
step_length = int((total_length - each_subdata_length) / (num_2_generate - 1)) # step_length: 向前移动长度
i = 0
spilt_datalist = []
while i < num_2_generate:
each_data = data[start_num: end_num]
each_data = plot_freqDomain(fs=fs, data=each_data) # 输入fft数据
# each_data = each_data[-1:-1025:-1] #输入Time domain 数据
# each_data = plot_envelopeSpectrum(data=each_data, fs=20480) #输入ES domain 数据
each_data = (each_data-np.mean(each_data))/(np.std(each_data)) # 做Z-score归一化
spilt_datalist.append(each_data)
start_num = 0 + i * step_length;
end_num = each_subdata_length + i * step_length
i = i + 1
return spilt_datalist
#-----创建Dataset----#
#
base_dir = r'E:/研究生/pytorch/CWRU-MSCNN (2)'
train_data_base_dir = os.path.join(base_dir,'dataset','train_data') # 这里需要改成自己的路径
fault_type_list = os.listdir(train_data_base_dir)
file_path_list = list()
train_data = []
train_label = []
data_base_dir = r'E:/研究生/pytorch/CWRU-MSCNN/dataset/train_data'
fault_type_list = os.listdir(data_base_dir)
file_path_list = list()
train_data = []
train_label = []
for fault_type in fault_type_list:
file_name_list = os.listdir(os.path.join(data_base_dir, fault_type))
for file_name in file_name_list:
print(file_name)
num_2_generate = 60
fs=12000
if 'Normal' in file_name:
num_2_generate = num_2_generate*6 # Normal样本数量比较少,进行扩充
if '48k' in file_name:
fs = 48000
file_path = os.path.join(data_base_dir, fault_type, file_name)
fault_type2fault_label = {'BF':'0', 'OF':'1', 'IF':'2', 'Normal':'3'}
# 获取数据
data = data_acquision(file_path)
# 获取子样本数据
sub_data_list = data_spilt(data=data, num_2_generate=num_2_generate,fs=fs)
train_label.extend(list(fault_type2fault_label[fault_type]*len(sub_data_list)))
train_data.extend(sub_data_list)
test_data_base_dir = os.path.join(base_dir,'dataset','test_data') # 这里需要改成自己的路径
fault_type_list = os.listdir(test_data_base_dir)
file_path_list = list()
test_data = []
test_label = []
for fault_type in fault_type_list:
file_name_list = os.listdir(os.path.join(test_data_base_dir, fault_type))
for file_name in file_name_list:
print(file_name)
num_2_generate = 60
fs=12000
if 'Normal' in file_name:
num_2_generate = num_2_generate*6
fs = 48000
file_path = os.path.join(test_data_base_dir, fault_type, file_name)
fault_type2fault_label = {'BF':'0', 'OF':'1', 'IF':'2', 'Normal':'3'}
# 获取数据
data = data_acquision(file_path)
# 获取子样本数据
sub_data_list = data_spilt(data=data, num_2_generate=num_2_generate, fs=fs)
test_label.extend(list(fault_type2fault_label[fault_type]*len(sub_data_list)))
test_data.extend(sub_data_list)
#----创建dataloader---#
from torch.utils.data import DataLoader
from torch.utils.data import TensorDataset
train_data = np.array(train_data)
train_label = np.array((train_label), dtype=int)
train_x = torch.from_numpy(train_data).type(torch.float32) ##torch.Size([2880, 1024])
train_y = torch.from_numpy(train_label).type(torch.LongTensor) ##torch.Size([2880])
train_x = torch.unsqueeze(train_x, dim=1) ##扩展成3维 torch.Size([2880, 1, 1024])
test_data = np.array(test_data) #测试数据
test_label = np.array((test_label), dtype=int) #测试标签array([0, 0, 0, ..., 1, 1, 1])
test_x = torch.from_numpy(test_data).type(torch.float32) ##torch.Size([720, 1024])
test_y = torch.from_numpy(test_label).type(torch.LongTensor) ##torch.Size([720])
test_x = torch.unsqueeze(test_x, dim=1) ##torch.Size([720, 1, 1024])
#创建dataset
from sklearn.model_selection import train_test_split
train_ds = TensorDataset(train_x, train_y)
train_ds,valid_ds = train_test_split(train_ds, test_size = 0.2,random_state = 42) #将训练集分隔维训练集和测试集,分割比例5:1
test_ds = TensorDataset(test_x, test_y)
#创建dataloader
batch_size = 64
train_dl = DataLoader(dataset = train_ds, batch_size = batch_size,
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数据集:CWRU 训练集:0hp,1hp,2hp(3种故障大小) 测试集:3hp(3种故障大小) 正确率:90% 框架:pytorch 结果评价指标:正确率曲线图、损失曲线图、混淆矩阵 参考论文:基于多尺度卷积神经网络的电机故障诊断方法研究_王威 适用对象:初学者 代码注释完整,下载即可使用,提供半小时线上答疑讲解
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基于多尺度1D-CNN卷积神经网络的轴承故障诊断代码+数据集 (110个子文件)
基于多尺度卷积神经网络的电机故障诊断方法研究_王威.caj 4.02MB
.gitignore 190B
MSCNN.iml 405B
CWRU-MSCNN.ipynb 1.24MB
CWRU-MSCNN-checkpoint.ipynb 396KB
CWRU-MSCNN1-checkpoint.ipynb 46KB
MSCNN - GPU版-checkpoint.ipynb 40KB
MSCNN - GPU版.ipynb 40KB
_loss_3.jpg 206KB
_loss_4.jpg 206KB
_accuracy_1.jpg 204KB
_loss_2.jpg 203KB
_accuracy_4.jpg 187KB
_accuracy_3.jpg 187KB
_accuracy_2.jpg 187KB
_loss_1.jpg 184KB
_confusion_matrix_1.jpg 131KB
_confusion_matrix_3.jpg 129KB
_confusion_matrix_2.jpg 128KB
1772_48k_0.014-InnerRace.mat 17.02MB
1730_48k_0.021-InnerRace.mat 14.96MB
1750_48k_Normal.mat 14.79MB
1750_48k_0.021-InnerRace.mat 7.5MB
1772_48k_0.021-OuterRace3.mat 7.47MB
1730_48k_0.007-Ball.mat 7.45MB
1730_48k_0.014-OuterRace6.mat 7.45MB
1750_48k_0.014-InnerRace.mat 7.45MB
1772_48k_0.007-Ball.mat 7.44MB
1750_48k_0.021-Ball.mat 7.44MB
1750_48k_0.014-Ball.mat 7.44MB
1750_48k_0.021-OuterRace3.mat 7.44MB
1730_48k_0.021-Ball.mat 7.43MB
1750_48k_0.007-Ball.mat 7.43MB
1772_48k_0.021-Ball.mat 7.43MB
1730_48k_0.014-Ball.mat 7.43MB
1750_48k_0.014-OuterRace6.mat 7.43MB
1772_48k_0.007-InnerRace.mat 7.42MB
1772_48k_0.014-Ball.mat 7.42MB
1730_48k_0.007-OuterRace3.mat 7.42MB
1730_48k_0.007-InnerRace.mat 7.41MB
1750_48k_0.007-InnerRace.mat 7.41MB
1730_48k_Normal.mat 7.41MB
1750_48k_0.007-OuterRace3.mat 7.41MB
1772_48k_0.021-InnerRace.mat 7.4MB
1730_48k_0.014-InnerRace.mat 7.4MB
1772_48k_0.007-OuterRace3.mat 7.4MB
1730_48k_0.021-OuterRace3.mat 7.39MB
1772_48k_0.014-OuterRace6.mat 7.39MB
1772_48k_Normal.mat 7.38MB
1797_48k_0.014-Ball.mat 3.8MB
1797_48k_0.014-OuterRace6.mat 3.74MB
1797_48k_0.007-Ball.mat 3.73MB
1797_48k_0.021-InnerRace.mat 3.73MB
1797_48k_0.007-InnerRace.mat 3.72MB
1797_48k_0.021-Ball.mat 3.72MB
1797_48k_Normal.mat 3.72MB
1730_12k_0.007-InnerRace.mat 2.81MB
1797_12k_0.007-Ball.mat 2.81MB
1750_12k_0.021-OuterRace3.mat 2.8MB
1730_12k_0.007-OuterRace3.mat 2.8MB
1797_12k_0.007-OuterRace3.mat 2.8MB
1750_12k_0.007-InnerRace.mat 2.8MB
1730_12k_0.014-Ball.mat 2.8MB
1750_12k_0.021-Ball.mat 2.8MB
1772_12k_0.014-Ball.mat 2.8MB
1730_12k_0.021-Ball.mat 2.8MB
1772_12k_0.014-OuterRace6.mat 2.8MB
1730_12k_0.021-OuterRace3.mat 2.8MB
1797_12k_0.021-InnerRace.mat 2.8MB
1730_12k_0.021-InnerRace.mat 2.79MB
1772_12k_0.007-InnerRace.mat 2.79MB
1750_12k_0.014-Ball.mat 2.79MB
1772_12k_0.021-OuterRace3.mat 2.79MB
1730_12k_0.014-OuterRace6.mat 2.79MB
1797_12k_0.021-Ball.mat 2.79MB
1772_12k_0.014-InnerRace.mat 2.79MB
1750_12k_0.014-InnerRace.mat 2.79MB
1750_12k_0.021-InnerRace.mat 2.79MB
1772_12k_0.007-OuterRace3.mat 2.79MB
1750_12k_0.014-OuterRace6.mat 2.79MB
1797_12k_0.014-InnerRace.mat 2.79MB
1797_12k_0.014-Ball.mat 2.79MB
1797_12k_0.014-OuterRace6.mat 2.79MB
1730_12k_0.014-InnerRace.mat 2.79MB
1772_12k_0.021-Ball.mat 2.79MB
1797_12k_0.021-OuterRace3.mat 2.79MB
1772_12k_0.021-InnerRace.mat 2.78MB
1730_12k_0.007-Ball.mat 2.78MB
1750_12k_0.007-Ball.mat 2.78MB
1750_12k_0.007-OuterRace3.mat 2.78MB
1772_12k_0.007-Ball.mat 2.78MB
1797_12k_0.007-InnerRace.mat 2.78MB
1797_48k_0.021-OuterRace3.mat 1.96MB
1797_48k_0.007-OuterRace3.mat 1.9MB
1797_48k_0.014-InnerRace.mat 997KB
my_model.pth1 2.62MB
my_model.pth2 2.8MB
my_model.pth3 2.8MB
CWRU-MSCNN.py 21KB
result_df_x2.xlsx 60KB
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