CN115829422A - Industrial equipment operation abnormal state identification method based on big data - Google Patents

Industrial equipment operation abnormal state identification method based on big data Download PDF

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CN115829422A
CN115829422A CN202310138955.2A CN202310138955A CN115829422A CN 115829422 A CN115829422 A CN 115829422A CN 202310138955 A CN202310138955 A CN 202310138955A CN 115829422 A CN115829422 A CN 115829422A
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CN115829422B (en
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方洁洵
何炳辰
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Beijing Hanhai Lanshan Intelligent Technology Co ltd
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Chuangyin Technology Nantong Co ltd
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Abstract

The invention relates to the technical field of electric digital data processing, in particular to a method for identifying an abnormal operation state of industrial equipment based on big data; acquiring data corresponding to a plurality of detection parameters of the industrial equipment, and calculating the relevance between any two detection parameters; screening a plurality of key detection parameters from the plurality of detection parameters according to the relevance; acquiring data corresponding to the key detection parameters, constructing a key detection parameter matrix and reducing the dimension of the key detection parameter matrix to obtain a reconstructed data matrix; calculating a first distribution index and a second distribution index corresponding to each element in the reconstructed data matrix, and then calculating a state index corresponding to each element according to the first distribution index and the second distribution index; calculating a data comprehensive index based on the reconstructed data matrix and the standard reconstructed data matrix; and obtaining an operation state index according to the state index and the data comprehensive index, and judging whether the industrial equipment is abnormal or not according to the operation state index. The invention can accurately judge whether the running state of the industrial equipment is abnormal.

Description

Industrial equipment operation abnormal state identification method based on big data
Technical Field
The invention relates to the technical field of electric digital data processing, in particular to a method for identifying an abnormal operation state of industrial equipment based on big data.
Background
In recent years, with the advance of industry 4.0, the intellectualization and complexity of industrial equipment are greatly increased, and the traditional method for acquiring the running state of the industrial equipment based on a simple model can not meet the requirement of health evaluation of the industrial equipment; that is, when the performance of the industrial equipment slightly changes, the traditional simple model is difficult to detect the slight change, and only can determine that the industrial equipment normally operates, thereby causing a great loss of productivity. Therefore, the anomaly detection of the industrial equipment has great scientific and engineering value.
In order to meet the detection requirement of industrial equipment, data such as frequency, acceleration or pressure of the industrial equipment are collected by adopting a piezoelectric sensor or a handheld data collection tool and the like to detect the industrial equipment at present, on one hand, the two modes need manpower cooperation, on the other hand, the collected data cannot intuitively reflect whether the industrial equipment is abnormal or not, the data needs to be further analyzed to obtain a detection result, most of the data utilizes single data to analyze the abnormal condition of the industrial equipment, and the problem that the detection precision of data sheet and single-source single-structure data is low exists.
Disclosure of Invention
In order to solve the above technical problems, an object of the present invention is to provide a method for identifying an abnormal operation state of an industrial device based on big data, wherein the adopted technical scheme is as follows:
acquiring data corresponding to a plurality of detection parameters of the industrial equipment in a historical time period to obtain a data sequence corresponding to each detection parameter, and calculating the relevance between any two detection parameters based on the data sequence;
constructing a correlation matrix based on the correlation; screening a plurality of key detection parameters from a plurality of detection parameters according to the relevance matrix;
acquiring data corresponding to each detection moment of the key detection parameters in a set time period, constructing a key detection parameter matrix and reducing the dimension of the key detection parameter matrix to obtain a reconstructed data matrix;
randomly selecting an element in the reconstruction data matrix, calculating the difference absolute value of the element and all the elements, and calculating a first distribution index of the element according to the difference absolute value and a difference threshold;
acquiring an element corresponding to a first distribution index of which the first distribution index is larger than the element in a window area with the element as the center, calculating the absolute value of the difference value of the element corresponding to all the acquired elements, and taking the minimum value of the absolute value of the difference value as a second distribution index of the element; the size of the window area is n multiplied by n, wherein n is more than or equal to 3;
calculating a state index corresponding to each element according to the first distribution index and the second distribution index corresponding to each element;
calculating a data comprehensive index according to the maximum value and the minimum value of the elements in the reconstructed data matrix and the maximum value and the minimum value of the elements in the standard reconstructed data matrix;
setting a state threshold, acquiring state indexes corresponding to the state indexes smaller than the state threshold, calculating the accumulated sum of the reciprocals of all the state indexes smaller than the state threshold, taking the product of the accumulated sum and the data comprehensive index as an operation state index, and judging whether the industrial equipment is abnormal or not according to the operation state index.
Preferably, the detection parameters include vibration frequency, power, bearing temperature, motor rotation speed and feeding speed corresponding to the industrial equipment.
Preferably, the relevance calculation method includes: acquiring the frequency of simultaneous failures of any two detection parameters in a historical period, and performing linear fitting on each data sequence to obtain the slope of the corresponding line of each data sequence; calculating discrete coefficients corresponding to the data sequences, and calculating Pearson correlation coefficients of any two data sequences; calculating the relevance between any two detection parameters according to the frequency, the slope, the discrete coefficient and the Pearson correlation coefficient;
the relevance is as follows:
Figure SMS_1
wherein,
Figure SMS_12
the correlation between the ith detection parameter and the jth detection parameter is obtained;
Figure SMS_5
the frequency of abnormality occurring in the ith detection parameter and the jth detection parameter in the historical time period at the same time,
Figure SMS_9
for the ith examinationThe Pearson correlation coefficient between the data sequence corresponding to the detection parameter and the data sequence corresponding to the jth detection parameter is measured;
Figure SMS_2
the slope of the line corresponding to the data sequence for the ith detection parameter,
Figure SMS_6
the slope of the line corresponding to the data sequence for the jth detection parameter,
Figure SMS_8
discrete coefficients corresponding to the data sequence of the ith detection parameter,
Figure SMS_10
discrete coefficients corresponding to the data sequence of the jth detection parameter,
Figure SMS_11
is a vector consisting of a data sequence of the ith detection parameter,
Figure SMS_14
is a vector consisting of a data sequence of the jth detection parameter,
Figure SMS_4
is composed of
Figure SMS_7
And
Figure SMS_13
the inner product of (a) is,
Figure SMS_16
Figure SMS_15
are the weight parameters respectively, and are the weight parameters,
Figure SMS_17
in order to be the parameters of the model,
Figure SMS_3
is a natural constant.
Preferably, the element in the ith row in the correlation matrix is a value obtained by normalizing the correlation between the ith detection parameter and the rest of the other detection parameters;
the method for screening out a plurality of key detection parameters from a plurality of detection parameters according to the relevance matrix specifically comprises the following steps: obtaining the maximum value of each row element in the relevance matrix, and recording as the maximum relevance; and when the maximum relevance is smaller than the relevance threshold, both the two detection parameters corresponding to the maximum relevance are key detection parameters.
Preferably, the first distribution index is:
Figure SMS_18
wherein,
Figure SMS_19
to reconstruct the first distribution index corresponding to the element z in the data matrix,
Figure SMS_20
in order to be the difference threshold value,
Figure SMS_21
to reconstruct the absolute value of the difference between the element z and the element s in the data matrix,
Figure SMS_22
to reconstruct the number of elements in the data matrix.
Preferably, the status index is:
Figure SMS_23
wherein,
Figure SMS_24
to reconstruct the state index corresponding to the element z in the data matrix,
Figure SMS_25
to reconstruct the first distribution index corresponding to element z in the data matrix,
Figure SMS_26
to reconstruct the maximum of the first distribution index corresponding to all elements in the data matrix,
Figure SMS_27
a second distribution index corresponding to an element z in the reconstruction data matrix;
Figure SMS_28
to reconstruct the maximum value of the second distribution index corresponding to all elements in the data matrix,
Figure SMS_29
Figure SMS_30
respectively, the adjustment parameters.
Preferably, the data comprehensive index is:
Figure SMS_31
wherein,
Figure SMS_32
is a comprehensive index of the data,
Figure SMS_33
to reconstruct the maximum value of the elements in the data matrix,
Figure SMS_34
the maximum value of the elements in the standard reconstruction data matrix,
Figure SMS_35
to reconstruct the minimum of the elements in the data matrix,
Figure SMS_36
is the minimum of the elements in the standard reconstructed data matrix,
Figure SMS_37
is an exponential function with e as the base.
Preferably, the method for judging whether the industrial equipment is abnormal according to the operation state index specifically comprises the following steps: setting an index threshold, comparing the operation state index with the index threshold, and when the operation state index is larger than the index threshold, determining that the operation state of the industrial equipment is abnormal; and when the operation state index is smaller than the index threshold value, the operation state of the industrial equipment is normal.
The embodiment of the invention at least has the following beneficial effects:
according to the invention, the relevance between any two detection parameters is calculated by acquiring the data corresponding to a plurality of detection parameters of the industrial equipment; screening a plurality of key detection parameters from the plurality of detection parameters according to the relevance; the method and the device have the advantages that the calculated amount is reduced, the problems that subjectivity is too strong and redundancy is high when each detection parameter is manually selected are solved, and meanwhile, the problems that data amount is increased and detection efficiency is low when the detection parameters with high relevance are analyzed, so that a plurality of key detection parameters are extracted based on the relevance analysis among the detection parameters, repeated analysis among the detection parameters with too high relevance is avoided, the data analysis precision is improved, and the detection efficiency of the operation state of the industrial equipment is improved. Meanwhile, the state indexes corresponding to all elements in the reconstruction data matrix are calculated according to the first distribution index and the second distribution index, the first distribution index is an overall analysis result, the second distribution index is a local analysis result, the overall and local analysis results are fused through the calculation of the state indexes, and the possibility that all elements in the reconstruction data matrix are abnormal elements can be represented more accurately; and further, whether the running state of the industrial equipment is abnormal or not is accurately judged, and the problems of one side of data and low detection precision of the traditional detection method are solved. The invention judges whether the industrial equipment is abnormal or not through the operation state index, does not participate in the detection of the industrial equipment manually, and has the advantage of automation.
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In order to more clearly illustrate the embodiments of the present invention or the technical solutions and advantages of the prior art, the drawings used in the description of the embodiments or the prior art will be briefly described below, it is obvious that the drawings in the following description are only some embodiments of the present invention, and other drawings can be obtained by those skilled in the art without creative efforts.
Fig. 1 is a flowchart illustrating steps of an embodiment of a method for identifying an abnormal operation state of an industrial device based on big data according to the present invention.
Detailed Description
To further explain the technical means and effects of the present invention adopted to achieve the predetermined objects, the following detailed description of the proposed solution, its specific implementation, structure, features and effects will be made with reference to the accompanying drawings and preferred embodiments. In the following description, different "one embodiment" or "another embodiment" refers to not necessarily the same embodiment. Furthermore, the particular features, structures, or characteristics may be combined in any suitable manner in one or more embodiments.
Unless defined otherwise, all technical and scientific terms used herein have the same meaning as commonly understood by one of ordinary skill in the art to which this invention belongs.
Referring to fig. 1, a flowchart illustrating steps of a big data based identification method for abnormal operation state of industrial equipment according to an embodiment of the present invention is shown, where the method includes the following steps:
step 1, acquiring data corresponding to a plurality of detection parameters of the industrial equipment in a historical time period, acquiring a data sequence corresponding to each detection parameter, and calculating the relevance between any two detection parameters based on the data sequence.
The industrial equipment refers to industrial production equipment and various machine tools, such as lathes, milling machines, grinding machines, planing machines and the like.
Specifically, data corresponding to a plurality of detection parameters of the lathe in a historical time period are obtained, and a data sequence corresponding to each detection parameter is obtained, wherein the detection parameters comprise the vibration frequency, the power, the bearing temperature, the motor rotating speed and the feeding speed of the lathe; the practitioner can adjust the detection parameters according to the particular industrial equipment.
In the embodiment, the vibration frequency is obtained through a vibration detector, the vibration detector is arranged at the side position of the lathe, and an implementer sets the position of the vibration detector according to the actual condition; the power acquires data of voltage and current of the lathe through voltage and current equipment, and calculates the power according to the acquired voltage and current data; the rotating speed and the feeding speed of the motor are collected through a Hall sensor; the bearing temperature is collected by a patch type temperature sensor arranged on the bearing.
Preferably, for each detection parameter, data corresponding to the detection parameter in a history period is obtained, where the history period in this embodiment is half a year, and the data corresponding to each detection parameter in the history period is massive, and in order to reduce the amount of computation, M data of each detection parameter are randomly selected from the data corresponding to each detection parameter in the history period to form a data sequence corresponding to each detection parameter, that is, the length of the data sequence is M. In the actual operation process, the implementer can adjust the value of the historical time period according to specific conditions, for example, the historical time period is set to be one year or three months.
Then calculating the relevance between any two detection parameters according to the data sequence; the relevance calculation method comprises the following steps: acquiring the frequency of simultaneous failures of any two detection parameters in a historical period, and performing linear fitting on each data sequence to obtain the slope of the corresponding line of each data sequence; calculating discrete coefficients corresponding to the data sequences, and calculating Pearson correlation coefficients of any two data sequences; and calculating the relevance between any two detection parameters according to the frequency, the slope, the dispersion coefficient and the Pearson correlation coefficient.
The calculation formula of the relevance is specifically as follows:
Figure SMS_38
wherein,
Figure SMS_50
the correlation between the ith detection parameter and the jth detection parameter is obtained;
Figure SMS_39
the frequency of abnormality occurring in the ith detection parameter and the jth detection parameter in the historical period at the same time,
Figure SMS_46
the Pearson correlation coefficient between the data sequence corresponding to the ith detection parameter and the data sequence corresponding to the jth detection parameter is obtained;
Figure SMS_51
the slope of the line corresponding to the data sequence for the ith detection parameter,
Figure SMS_55
the slope of the line corresponding to the data sequence for the jth detection parameter,
Figure SMS_56
discrete coefficients corresponding to the data sequence of the ith detection parameter,
Figure SMS_57
discrete coefficients corresponding to the data sequence of the jth detection parameter,
Figure SMS_47
is a vector formed by the data sequence of the ith detection parameter,
Figure SMS_53
is a vector consisting of a data sequence of the jth detection parameter,
Figure SMS_42
is composed of
Figure SMS_43
And
Figure SMS_41
the internal product of (a) is,
Figure SMS_44
Figure SMS_49
respectively, the weight value parameters are the weight value parameters,
Figure SMS_52
are the parameters of the model and are used as the parameters,
Figure SMS_40
are natural constants. Wherein, the model parameter is more than 1, the weight parameter is more than 0 and less than 1, and the sum of the two weight parameters is 1; model parameters in this example
Figure SMS_45
Weight parameter
Figure SMS_48
Weight parameter
Figure SMS_54
The implementer can adjust the values of the weight parameters and the model parameters according to the actual situation.
The relevance represents the similarity degree between the two detection parameters, and the greater the relevance, the higher the similarity degree between the two corresponding detection parameters.
Figure SMS_58
The frequency of abnormality occurrence of the ith detection parameter and the jth detection parameter in the historical period is set as the number of times of abnormality occurrence of the ith detection parameter and the jth detection parameter in the historical period, and the more the frequency of abnormality occurrence is, the higher the similarity degree of the ith detection parameter and the jth detection parameter is.
Figure SMS_59
For the Pearson correlation coefficient between the data sequence corresponding to the ith detection parameter and the data sequence corresponding to the jth detection parameter, the Pearson correlation coefficient is used to measure the correlation between the two corresponding data sequencesThe larger the pearson correlation coefficient is, the higher the correlation between two data sequences, i.e. the higher the similarity between two detection parameters corresponding to two data sequences is.
Figure SMS_60
The absolute value of the slope difference value of the straight line corresponding to the ith detection parameter and the data sequence corresponding to the jth detection parameter is obtained,
Figure SMS_61
the larger the difference between the data sequences corresponding to the two straight lines, the more different the trends representing the two corresponding straight lines are, i.e. the difference between the data sequences corresponding to the two straight lines is
Figure SMS_62
And with
Figure SMS_63
The lower the degree of similarity between the corresponding ith detection parameter and the jth detection parameter.
Figure SMS_64
The absolute value of the difference value between the discrete coefficients of the data sequence corresponding to the ith detection parameter and the jth detection parameter is used, the discrete coefficients represent the concentration of data in the data sequence, and the larger the discrete coefficients are, the less concentrated and more discrete the data in the data sequence are; the smaller the dispersion coefficient is, the more concentrated the data in the data sequence is, and the lower the dispersion degree is;
Figure SMS_65
the larger the difference is, the larger the discrete coefficient of the ith detection parameter and the jth detection parameter is, the larger the difference is between the two data sequences, that is, the larger the discrete coefficient of one data sequence is and the smaller the discrete coefficient of the other data sequence is, the larger the difference is
Figure SMS_66
And
Figure SMS_67
corresponding ith detection parameter andthe lower the degree of similarity between the jth detection parameters.
Figure SMS_68
For vectors formed by data sequences of the i-th detection parameter
Figure SMS_69
With vectors formed by data sequences of the j-th detection parameter
Figure SMS_70
The inner product of the two phases is,
Figure SMS_71
the larger the angle between two vectors is characterized, the more similar the two vectors are, i.e. the larger the angle between the two vectors is characterized
Figure SMS_72
And
Figure SMS_73
the higher the degree of similarity between the corresponding ith detection parameter and the jth detection parameter.
As can be seen from the above-mentioned analysis,
Figure SMS_77
Figure SMS_81
and
Figure SMS_85
the greater the value of (A), the greater the degree of similarity between the corresponding two detection parameters, i.e.
Figure SMS_75
Figure SMS_79
And
Figure SMS_84
is in positive correlation with the degree of similarity between the corresponding two detection parameters, and thus
Figure SMS_87
Figure SMS_74
And
Figure SMS_80
the correlation between the size of the detection parameter(s) and the corresponding two detection parameters presents a positive correlation;
Figure SMS_82
and
Figure SMS_86
the greater the value of (A), the smaller the degree of similarity between the corresponding two detection parameters, i.e.
Figure SMS_76
And with
Figure SMS_78
Is in a negative correlation with the degree of similarity between the corresponding two detection parameters, and thus
Figure SMS_83
And
Figure SMS_88
the size of the detection parameter(s) and the relevance between the corresponding two detection parameters present a negative correlation; based on this, the calculation formula of the relevance is obtained by the mathematical modeling method, and the positive correlation and the negative correlation of each factor and the relevance are satisfied.
It should be noted that the calculation methods of the discrete coefficient and the pearson correlation coefficient are all known techniques, and are not in the protection scope of the present invention and are not described again; for a vector composed of data sequences, the length of the data sequence is the dimension of the corresponding vector, i.e. in the present embodiment, the length of the data sequence is M, and the dimension of the vector is M.
Step 2, constructing a relevance matrix based on the relevance; and screening a plurality of key detection parameters from the plurality of detection parameters according to the correlation matrix.
Further, the relevance is normalized to obtain a value after the relevance normalization, the value after the relevance normalization is between 0 and 1, and then a relevance matrix is constructed based on the value after the relevance normalization.
The correlation matrix is
Figure SMS_91
Wherein
Figure SMS_94
normalized values for the correlation between the 1 st detected parameter and the 2 nd detected parameter,
Figure SMS_95
normalized values for the correlation between the 1 st detection parameter and the qth detection parameter,
Figure SMS_90
normalizing the value of the correlation between the 2 nd detection parameter and the 1 st detection parameter, and
Figure SMS_93
';
Figure SMS_96
' is a normalized value of the correlation between the 2 nd detection parameter and the Q-th detection parameter,
Figure SMS_97
' is a normalized value of the correlation between the Q-th detection parameter and the 1 st detection parameter, and
Figure SMS_89
Figure SMS_92
normalizing the value of the correlation between the Q & ltth & gt detection parameter and the Q & lt-1 & gt detection parameter; q is the number of the detection parameters, the number of the detection parameters in this embodiment is 5, i.e. Q =5, corresponding to the 5 detection parameters of vibration frequency, power, bearing temperature, motor rotation speed and feeding speed, during the actual operation, the implementer can adjust the detection parameters according to the actual situationThe number of parameters is detected.
In the context of the correlation matrix,
Figure SMS_98
Figure SMS_99
' and
Figure SMS_100
' each represents a value obtained by normalizing the relevance between the ith detection parameter and the jth detection parameter, and the element of the ith row in the relevance matrix is the value obtained by normalizing the relevance between the ith detection parameter and the rest other detection parameters; that is, the element in the 1 st row in the correlation matrix is the value obtained by normalizing the correlation between the 1 st detection parameter and the rest of the other detection parameters.
The method for screening out a plurality of key detection parameters from a plurality of detection parameters according to the relevance matrix specifically comprises the following steps: obtaining the maximum value of each row element in the relevance matrix, and recording as the maximum relevance; and when the maximum relevance is greater than the relevance threshold, randomly selecting one detection parameter from the two detection parameters corresponding to the maximum relevance as a key detection parameter, and when the maximum relevance is less than the relevance threshold, both the two detection parameters corresponding to the maximum relevance are key detection parameters. For example, if the maximum correlation corresponding to the first row is
Figure SMS_101
When is coming into contact with
Figure SMS_102
If greater than the relevance threshold, then it will
Figure SMS_103
Taking the corresponding 1 st detection parameter or 2 nd detection parameter as a key detection parameter; when in use
Figure SMS_104
If less than the relevance threshold, then it will
Figure SMS_105
And taking the corresponding 1 st detection parameter and the corresponding 2 nd detection parameter as key detection parameters. Wherein, the relevance threshold is 0.95, and the implementer can set itself according to the actual situation in the actual operation process.
It should be noted that the purpose of screening out a plurality of detection parameters from a plurality of detection parameters is to reduce the amount of calculation, and considering that the problem of high subjectivity, high redundancy and the like of artificially selecting each detection parameter is considered, and meanwhile, if the detection parameters with high relevance are all analyzed, the problems of increased data volume and low detection efficiency are caused.
And 3, acquiring data corresponding to each detection moment of the key detection parameters in a set time period, constructing a key detection parameter matrix and reducing the dimension of the key detection parameter matrix to obtain a reconstructed data matrix, randomly selecting an element in the reconstructed data matrix, calculating the absolute value of the difference between the element and all the elements, and calculating a first distribution index of the element according to the absolute value of the difference and a difference threshold.
In consideration of the fact that most of data corresponding to the key detection parameters are continuous in the operation process of the industrial equipment and analysis of the data is inconvenient, the embodiment discretizes the data, specifically, for each key detection parameter, data corresponding to each detection time of the key detection parameter in a set time period is obtained, and the operation state of the industrial equipment in the set time period is analyzed based on the data in the set time period, that is, the operation condition of the industrial equipment is detected and identified once at intervals (time intervals between two adjacent set time periods).
The present embodiment takes a set time period as an example, and a process of analyzing the operation state of the industrial equipment in the set time period based on data in the set time period is described. The time interval between two adjacent detection moments in the set time interval is 1s, the set time interval is 1 minute, the time interval between two adjacent set time intervals is 5 minutes, and an implementer can set the time interval between two adjacent detection moments and the time interval between two adjacent set time intervals according to specific situations.
The key detection parameter matrix in the above is:
Figure SMS_106
wherein
Figure SMS_107
data corresponding to the mth detection time of the mth key detection parameter in a set time period; m is the number of key detection parameters, an
Figure SMS_108
Q is the number of detection parameters; t is the number of detection instants within a set period, t =60 in the present embodiment.
Further, in order to avoid the influence of different dimensions between data corresponding to each key detection parameter, the key detection parameter data matrix is normalized, and each value in the key detection parameter matrix is ensured to be between 0 and 1.
In order to reduce the complexity of data processing and increase the detection speed of the industrial equipment in the operating state within a set time period, the embodiment performs dimension reduction on the normalized key detection parameter matrix through a principal component analysis algorithm, and records the matrix after dimension reduction as a reconstructed data matrix, and further performs normalization processing on the reconstructed data matrix to ensure that each value in the reconstructed data matrix is between 0 and 1. The dimension reduction of the matrix through the principal component analysis algorithm is a known technology, and is not in the protection scope of the invention, and the specific process is not described again.
Then randomly selecting an element in the reconstructed data matrix, calculating the difference absolute value of the element and all the elements, and calculating a first distribution index of the element according to the difference absolute value and a difference threshold;
the first distribution index is:
Figure SMS_109
wherein,
Figure SMS_110
to reconstruct the first distribution index corresponding to element z in the data matrix,
Figure SMS_111
in order to be the difference threshold value,
Figure SMS_112
to reconstruct the absolute value of the difference between the element z and the element s in the data matrix,
Figure SMS_113
to reconstruct the number of elements in the data matrix. In this embodiment, the difference threshold is 0.3, and in the specific operation process, an implementer can adjust the difference threshold according to the actual situation.
Figure SMS_114
The similarity degree of the element z and the element s in the characterization reconstruction data matrix is higher, so that the element z and the element s in the characterization reconstruction data matrix are similar to each other
Figure SMS_115
Figure SMS_116
The element z in the reconstructed data matrix is characterized by a low degree of similarity to the element s, and therefore
Figure SMS_117
0; the first distribution index represents the similarity degree of the element and other elements left in the reconstructed data matrix, and the greater the similarity degree is, the less the possibility that the element is an isolated element is, namely the less the element is likely to be an abnormal element; if the first distribution indexes corresponding to all the elements in the reconstructed data matrix are larger, the more unlikely all the elements are abnormal elements, which means that the possibility of abnormality of the industrial equipment in the set time period is lower. The first distribution index expresses the analysis results obtained from analyzing each element in the reconstructed data matrix as a whole.
Step 4, randomly selecting an element in the reconstruction data matrix, acquiring an element corresponding to a first distribution index of which the first distribution index is larger than the element in a window area taking the element as a center, calculating the absolute value of the difference value of the element and all the acquired elements, and taking the minimum value of the absolute value of the difference value as a second distribution index of the element; the size of the window area is n × n, and n is equal to or greater than 3.
The second distribution index represents the distribution condition of elements in a window area with any element as the center of the reconstructed data matrix, and the larger the second distribution index is, the higher the difference degree between the element in the center of the window area and other elements in the window area is, the more probable the element in the window area is to be an abnormal element. I.e. the second distribution index expresses the analysis results obtained from locally analyzing each element in the reconstructed data matrix.
The size of the window area in this embodiment is 7 × 7, which can be adjusted by the implementer according to the actual situation.
And 5, calculating the state indexes corresponding to the elements according to the first distribution indexes and the second distribution indexes corresponding to the elements.
The state indexes are as follows:
Figure SMS_118
wherein,
Figure SMS_121
to reconstruct the state index corresponding to the element z in the data matrix,
Figure SMS_122
to reconstruct the first distribution index corresponding to element z in the data matrix,
Figure SMS_125
to reconstruct the maximum value of the first distribution index corresponding to all elements in the data matrix,
Figure SMS_120
a second distribution index corresponding to an element z in the reconstruction data matrix;
Figure SMS_124
to reconstruct the maximum value of the second distribution index corresponding to all elements in the data matrix,
Figure SMS_126
Figure SMS_127
respectively are adjusting parameters, and the adjusting parameters are more than 0; in this example
Figure SMS_119
Figure SMS_123
The operator can adjust the adjusting parameter to satisfy the adjusting parameter larger than 0.
The calculation of the state index combines the first step index and the second distribution index, the overall and local analysis results are fused, and the possibility that each element in the reconstructed data matrix is an abnormal element can be represented more accurately; the smaller the status indicator, the higher the confidence that the corresponding element is an abnormal element, i.e., the more likely the corresponding element is to be an abnormal element.
Furthermore, in order to facilitate subsequent calculation and further more accurately judge the operating state of the industrial equipment, the state indexes corresponding to all elements in the reconstruction data matrix are normalized, and the value of each state index is ensured to be between 0 and 1.
And 6, calculating a data comprehensive index according to the maximum value and the minimum value of the elements in the reconstructed data matrix and the maximum value and the minimum value of the elements in the standard reconstructed data matrix.
Specifically, the data comprehensive index is as follows:
Figure SMS_128
wherein,
Figure SMS_129
is a comprehensive index of the data,
Figure SMS_130
to reconstruct the maximum of the elements in the data matrix,
Figure SMS_131
is the maximum value of the elements in the standard reconstruction data matrix,
Figure SMS_132
to reconstruct the minimum of the elements in the data matrix,
Figure SMS_133
is the minimum value of the elements in the standard reconstruction data,
Figure SMS_134
is an exponential function with e as the base.
The data comprehensive index represents the difference between the reconstructed data matrix and the standard reconstructed data matrix, and the larger the difference is, the more unstable the operation of the industrial equipment is considered, that is, the higher the possibility that the operation condition of the industrial equipment is abnormal is. Therefore, the larger the data integration index is, the higher the possibility that the operation state of the industrial equipment is abnormal.
The standard reconstruction data matrix is a corresponding reconstruction data matrix when the operation state of the industrial equipment is normal in a set time period.
And 7, setting a state threshold, acquiring state indexes corresponding to the state indexes smaller than the state threshold, calculating the accumulated sum of the inverses of all the state indexes corresponding to the state threshold, taking the product of the accumulated sum and the data comprehensive index as an operation state index, and judging whether the industrial equipment is abnormal or not according to the operation state index.
Specifically, the state threshold is 0.5, and an implementer can set the value of the state threshold according to the actual situation, then obtain the state index smaller than the state threshold, calculate the cumulative sum of the inverses of all the state indexes smaller than the state threshold, and take the product of the cumulative sum and the data comprehensive index as the running state index.
The formula of the running state index is specifically as follows:
Figure SMS_135
wherein,
Figure SMS_136
in order to be an index of the operating state,
Figure SMS_137
is a comprehensive index of the data,
Figure SMS_138
to reconstruct the state index for the xth state less than the state threshold in the data matrix,
Figure SMS_139
the number of state indicators that are less than the state threshold.
Screening out the state indexes which are smaller than the state threshold value and are corresponding to the elements with higher possibility of being abnormal elements, and analyzing the state indexes which are smaller than the state threshold value and are corresponding to the elements with higher possibility of being abnormal elements, so that the calculation amount is reduced; from the analysis in step 5, it is found that the smaller the state index is, the higher the confidence that the element is an abnormal element is, and the more likely the element is to be an abnormal element, and that
Figure SMS_140
The larger the element is, the more likely the element is considered to be an abnormal element, and the more likely the operation state of the industrial equipment is abnormal; data integration index
Figure SMS_141
The larger the operation state of the industrial equipment is, the higher the possibility that the operation state is abnormal is; therefore, the greater the operation state index is, the higher the possibility that the operation state of the industrial equipment is abnormal.
Further, the operation state index is normalized, so that the value of the operation state index is between 0 and 1.
Then, the method for judging whether the industrial equipment is abnormal or not according to the running state index specifically comprises the following steps: setting an index threshold value, judging the sizes of the operation state index and the index threshold value, and when the operation state index is larger than the index threshold value, judging that the operation state of the industrial equipment is abnormal; when the operation state index is smaller than the index threshold value, the operation state of the industrial equipment is normal; the index threshold in this embodiment is 0.45, and an implementer can adjust the value of the index threshold according to actual needs.
The above-mentioned embodiments are only used for illustrating the technical solutions of the present application, and not for limiting the same; although the present application has been described in detail with reference to the foregoing embodiments, it should be understood by those of ordinary skill in the art that: the technical solutions described in the foregoing embodiments may still be modified, or some technical features may be equivalently replaced; the modifications or substitutions do not make the essence of the corresponding technical solutions deviate from the technical solutions of the embodiments of the present application, and are included in the protection scope of the present application.

Claims (8)

1. A big data-based industrial equipment operation abnormal state identification method is characterized by comprising the following steps:
acquiring data corresponding to a plurality of detection parameters of the industrial equipment in a historical time period to obtain a data sequence corresponding to each detection parameter, and calculating the relevance between any two detection parameters based on the data sequence;
constructing a correlation matrix based on the correlation; screening a plurality of key detection parameters from a plurality of detection parameters according to the relevance matrix;
acquiring data corresponding to each detection moment of the key detection parameters in a set time period, constructing a key detection parameter matrix and reducing the dimension of the key detection parameter matrix to obtain a reconstructed data matrix;
randomly selecting an element in the reconstruction data matrix, calculating the difference absolute value of the element and all the elements, and calculating a first distribution index of the element according to the difference absolute value and a difference threshold;
acquiring an element corresponding to a first distribution index of which the first distribution index is larger than the element in a window area with the element as the center, calculating the absolute value of the difference value of the element corresponding to all the acquired elements, and taking the minimum value of the absolute value of the difference value as a second distribution index of the element; the size of the window area is n multiplied by n, wherein n is more than or equal to 3;
calculating a state index corresponding to each element according to the first distribution index and the second distribution index corresponding to each element;
calculating a data comprehensive index according to the maximum value and the minimum value of the elements in the reconstructed data matrix and the maximum value and the minimum value of the elements in the standard reconstructed data matrix;
setting a state threshold, acquiring state indexes corresponding to the state indexes smaller than the state threshold, calculating the accumulated sum of the inverses of all the state indexes corresponding to the state threshold, taking the product of the accumulated sum and the data comprehensive index as an operation state index, and judging whether the industrial equipment is abnormal or not according to the operation state index.
2. The method for identifying the abnormal operation state of the industrial equipment based on the big data as claimed in claim 1, wherein the detection parameters comprise vibration frequency, power, bearing temperature, motor rotation speed and feed speed corresponding to the industrial equipment.
3. The method for identifying the abnormal operation state of the industrial equipment based on the big data as claimed in claim 1, wherein the correlation calculation method comprises: acquiring the frequency of simultaneous failures of any two detection parameters in a historical period, and performing straight line fitting on each data sequence to obtain the slope of a straight line corresponding to each data sequence; calculating discrete coefficients corresponding to the data sequences, and calculating Pearson correlation coefficients of any two data sequences; calculating the correlation between any two detection parameters according to the frequency, the slope, the discrete coefficient and the Pearson correlation coefficient;
the relevance is as follows:
Figure QLYQS_1
wherein,
Figure QLYQS_10
for the ith detection parameter and the jth detection parameterMeasuring the correlation among the parameters;
Figure QLYQS_5
the frequency of abnormality occurring in the ith detection parameter and the jth detection parameter in the historical period at the same time,
Figure QLYQS_8
the Pearson correlation coefficient between the data sequence corresponding to the ith detection parameter and the data sequence corresponding to the jth detection parameter is obtained;
Figure QLYQS_3
the slope of the line corresponding to the data series for the ith detection parameter,
Figure QLYQS_6
the slope of the line corresponding to the data sequence for the jth detection parameter,
Figure QLYQS_9
discrete coefficients corresponding to the data sequence of the ith detection parameter,
Figure QLYQS_11
discrete coefficients corresponding to the data sequence of the j-th detection parameter,
Figure QLYQS_12
is a vector formed by the data sequence of the ith detection parameter,
Figure QLYQS_15
is a vector consisting of a data sequence of the jth detection parameter,
Figure QLYQS_2
is composed of
Figure QLYQS_7
And
Figure QLYQS_13
the inner product of (a) is,
Figure QLYQS_16
Figure QLYQS_14
are the weight parameters respectively, and are the weight parameters,
Figure QLYQS_17
in order to be the parameters of the model,
Figure QLYQS_4
are natural constants.
4. The method for identifying the abnormal operation state of the industrial equipment based on the big data as claimed in claim 1, wherein the element of the ith row in the relevance matrix is a value obtained by normalizing the relevance between the ith detection parameter and the rest of the other detection parameters;
the method for screening out a plurality of key detection parameters from a plurality of detection parameters according to the relevance matrix specifically comprises the following steps: obtaining the maximum value of each row element in the relevance matrix, and recording as the maximum relevance; and when the maximum relevance is smaller than the relevance threshold, both the two detection parameters corresponding to the maximum relevance are key detection parameters.
5. The method for identifying the abnormal operation state of the industrial equipment based on the big data as claimed in claim 1, wherein the first distribution index is as follows:
Figure QLYQS_18
wherein,
Figure QLYQS_19
to reconstruct the first distribution index corresponding to element z in the data matrix,
Figure QLYQS_20
in order to be the difference threshold value,
Figure QLYQS_21
to reconstruct the absolute value of the difference between the element z and the element s in the data matrix,
Figure QLYQS_22
to reconstruct the number of elements in the data matrix.
6. The method for identifying the abnormal operation state of the industrial equipment based on the big data as claimed in claim 1, wherein the state indexes are as follows:
Figure QLYQS_23
wherein,
Figure QLYQS_24
to reconstruct the state index corresponding to the element z in the data matrix,
Figure QLYQS_25
to reconstruct the first distribution index corresponding to element z in the data matrix,
Figure QLYQS_26
to reconstruct the maximum of the first distribution index corresponding to all elements in the data matrix,
Figure QLYQS_27
a second distribution index corresponding to an element z in the reconstruction data matrix;
Figure QLYQS_28
to reconstruct the maximum value of the second distribution index corresponding to all elements in the data matrix,
Figure QLYQS_29
Figure QLYQS_30
respectively, the adjustment parameters.
7. The method for identifying the abnormal operation state of the industrial equipment based on the big data as claimed in claim 1, wherein the data comprehensive indexes are as follows:
Figure QLYQS_31
wherein,
Figure QLYQS_32
is a comprehensive index of the data,
Figure QLYQS_33
to reconstruct the maximum value of the elements in the data matrix,
Figure QLYQS_34
is the maximum value of the elements in the standard reconstruction data matrix,
Figure QLYQS_35
to reconstruct the minimum of the elements in the data matrix,
Figure QLYQS_36
is the minimum of the elements in the standard reconstructed data matrix,
Figure QLYQS_37
is an exponential function with e as the base.
8. The method for identifying the abnormal operation state of the industrial equipment based on the big data as claimed in claim 1, wherein the method for judging whether the industrial equipment is abnormal or not according to the operation state index specifically comprises the following steps: setting an index threshold, comparing the operation state index with the index threshold, and when the operation state index is larger than the index threshold, determining that the operation state of the industrial equipment is abnormal; and when the operation state index is smaller than the index threshold value, the operation state of the industrial equipment is normal.
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