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CN109542089A - A kind of industrial process nonlinear detection method of oscillations based on improvement variation mode decomposition - Google Patents

A kind of industrial process nonlinear detection method of oscillations based on improvement variation mode decomposition Download PDF

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CN109542089A
CN109542089A CN201811570914.6A CN201811570914A CN109542089A CN 109542089 A CN109542089 A CN 109542089A CN 201811570914 A CN201811570914 A CN 201811570914A CN 109542089 A CN109542089 A CN 109542089A
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industrial process
decomposition
detection method
penalty coefficient
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CN109542089B (en
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谢磊
陈启明
郎恂
苏宏业
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Zhejiang University ZJU
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    • GPHYSICS
    • G05CONTROLLING; REGULATING
    • G05BCONTROL OR REGULATING SYSTEMS IN GENERAL; FUNCTIONAL ELEMENTS OF SUCH SYSTEMS; MONITORING OR TESTING ARRANGEMENTS FOR SUCH SYSTEMS OR ELEMENTS
    • G05B23/00Testing or monitoring of control systems or parts thereof
    • G05B23/02Electric testing or monitoring
    • G05B23/0205Electric testing or monitoring by means of a monitoring system capable of detecting and responding to faults
    • G05B23/0218Electric testing or monitoring by means of a monitoring system capable of detecting and responding to faults characterised by the fault detection method dealing with either existing or incipient faults

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Abstract

A kind of industrial process nonlinear detection method of oscillations based on improvement variation mode decomposition, comprising: (1) acquire the loop output signal of one group of industrial process to be detected;(2) frequency spectrum and phase correction signal mean spectrum for calculating the loop output signal, determine mode quantity and centre frequency initial value;(3) search range and step-length of penalty coefficient are set;(4) different penalty coefficients are calculated and correspond to the summation arrangement entropy that VMD is decomposed, and determine optimal penalty coefficient;(5) VMD decomposition is carried out with the mode quantity of above-mentioned determination, centre frequency initial value and penalty coefficient, and picks out effective mode;(6) calculating whether there is multiple proportion between the centre frequency of effective mode, judge whether there is Non-Linear Ocsillation.Using the present invention, the non-linear detection accuracy and reliability of the control loop of industrial process can be improved, data are provided and are supported for Performance Evaluation and fault diagnosis, work is positioned for subsequent multiloop Non-Linear Ocsillation source and lays the foundation.

Description

A kind of industrial process nonlinear detection method of oscillations based on improvement variation mode decomposition
Technical field
The invention belongs to the Performance Evaluations and fault diagnosis field in industrial control system, are based on changing more particularly, to one kind Into the industrial process nonlinear detection method of oscillations of variation mode decomposition.
Background technique
With the rapid development of the fault diagnosis and Performance Evaluation technology of process control loops, oscillation test becomes control One of the main task of fault diagnosis in circuit.Due between control system circuit connection with couple, in some circuit The oscillation of generation would generally travel to other circuits.These oscillations will cause energy loss, waste of raw materials and product quality The problems such as decline.Valve is viscid, controller is lacked of proper care and external disturbance is three main causes for causing oscillation.
There is document to point out, the nonlinear element in control system, such as valve are viscid, it may be possible to which control loop oscillation is most main The reason of wanting.The tight demand of safety and product profit for production process has greatly pushed nonlinear control element oscillation inspection The development of survey technology.Non-Linear Ocsillation detection method can generally be divided into two aspects, one is based on data-driven, this Kind method does not need the priori knowledge of the dynamic characteristic of research object;Another kind is that method is then or detailed process is needed to know Know, user's interaction or the fairly precise procedure structure of understanding.
Non-Linear Ocsillation detection method based on data-driven has the viscid detection based on shape, such as is schemed using MV-OP Phase property method, bicoherence and substituted plane using PV-OP figure;There are also based on cross-correlation, histogram, areal calculation, The methods of curve matching goes the technology of detection Non-Linear Ocsillation.Need the non-of detailed procedural knowledge or accurate procedure structure Linear osccilation detection method has the detection method based on model, based on detection method known to output signal frequency etc..
In recent years, the development of signal decomposition technology is swift and violent, these new signal processing technologies for handling Industry Control system The research for data of uniting is in the ascendant.Bahji et al. using HHT change detection and has diagnosed industrial process control system data first It is non-linear.Nonlinear degree is measured in Aftab et al. proposition using a kind of nonlinear exponent.Nearest Aftab et al. is more Dimension empirical mode decomposition introduces Non-Linear Ocsillation detection field.These Non-Linear Ocsillation detection sides based on signal decomposition technology Method is to include the characteristic of higher hamonic wave based on Non-Linear Ocsillation and carry out.If after a signal decomposition, by non-linear Detection algorithm is able to detect that higher hamonic wave, then this signal there is Non-Linear Ocsillation.
Variation mode decomposition (VMD) is a kind of new adaptive signal decomposition technology, can input a multi -components Signal decomposition obtains the centre frequency of these mode at K mode.Compared with the methods of traditional EMD, LMD, variation mode Decomposition method is with Fundamentals of Mathematics are complete, are not easy to be influenced by end effect and modal overlap, can directly obtain each mode Frequency and the advantages such as Decomposition Accuracy height.But basic variation mode there are discomposing effect depend critically upon mode quantity, in The problem of frequency of heart initialization value and penalty coefficient, it is method using iteration or swarm intelligence optimizing that current research is more Go selection parameter.
Based on background above, for the nonlinear oscillation signals in industrial control system, finds and overcome basic variation mould State decomposes the improved method to parameter Dependence Problem, using variation mode decomposition feature with high accuracy, by analyzing variation mode The multiple proportion of the centre frequency of gained effective model is decomposed to detect Non-Linear Ocsillation, for accurately whether vibrating industrial process There are Non-Linear Ocsillations very important practical value.
Summary of the invention
The present invention provides a kind of based on the industrial process nonlinear detection method of oscillations for improving variation mode decomposition, detection Precision is high, it is only necessary to obtain conventional operation data, be not necessarily to process mechanism knowledge.
A kind of industrial process nonlinear detection method of oscillations based on improvement variation mode decomposition, comprising the following steps:
(1) loop output signal of one group of industrial process to be detected is acquired;
(2) frequency spectrum and phase correction signal mean spectrum for calculating the loop output signal, determine mode quantity and center Frequency initial value;
(3) search range and step-length for setting penalty coefficient, calculate different penalty coefficients and correspond to VMD and decompose to obtain each mould The sum of normalization arrangement entropy of state obtains summation arrangement entropy;
(4) penalty coefficient corresponding to minimum summation arrangement entropy is chosen as optimal penalty coefficient;
(5) penalty coefficient of mode quantity, centre frequency initial value and selection is used to carry out VMD decomposition as parameter, according to Normalization arrangement entropy and related coefficient obtain effective mode;
(6) centre frequency of these effective mode is calculated with the presence or absence of multiple proportion, and then is judged whether there is non-linear Oscillation.
Method of the invention overcomes basic variation mode decomposition in signal of the processing by harmonic and reactive detection, and discomposing effect is tight Again dependent on mode quantity, centre frequency initialization value and penalty coefficient the problem of, and pass through detection improvement variation mode decomposition The centre frequency of resulting effective mode infers whether that there are Non-Linear Ocsillations.The control of industrial process can be improved in the present invention The non-linear detection accuracy in circuit and reliability provide data and support, be subsequent more times for Performance Evaluation and fault diagnosis Non-Linear Ocsillation detection work in road lays the foundation.
The present invention directlys adopt the measurable variable of chemical process as the output of process signal, all the output of process letters to be detected Number pass through field real-time acquisition to obtain.
Detailed process is as follows for step (2):
The Fourier spectrum and the frequency after phase correction signal average value processing of (2-1) calculating process output signal x (t) Spectrum;
(2-2) determines mode quantity K according to the following formula
K=max { Kfft,KPRSA}+1
Wherein, KfftIndicate the peak value number in Fourier spectrum, KPRSAIt indicates after phase correction signal average value processing Frequency spectrum peak value number;
(2-3) is by frequency initialization value ω centered on the frequency values of all peak valuesinit
In step (3), the search range of penalty coefficient is 100 to 10000, and step-length value is 500 to 1000.
The detailed process of step (3) are as follows:
(3-1) is limited to the upper limit from the value of penalty coefficient under search range, is spaced a step-length and takes a value;
(3-2) calculates VMD corresponding to each penalty coefficient and decomposes the normalization arrangement entropy of resulting each mode and ask With arrangement entropy, calculation formula is as follows:
NPEk=PEk/ln(N-d+1)
Wherein, NPEkIt is the normalization arrangement entropy of k-th of mode, PEkIt is the original alignment entropy of k-th of mode, N is The length of loop output signal, it is summation arrangement entropy that the value of d, which takes 5, SPE,.
In step (5), the picking rule of effective mode are as follows: normalizated correlation coefficient is greater than 0.2 and normalization arrangement Entropy is less than 0.4.Normalizated correlation coefficient calculation formula is as follows:
Cov represents covariance, uk(t) mode decomposed and obtained is represented, x (t) represents loop output signal, σx(t)It represents back The standard deviation of road output signal,Represent the standard deviation of k-th of mode, ρkRepresent loop output signal x (t) and k-th of mould Related coefficient between state, max representative are maximized, λkRepresent the normalizated correlation coefficient of k-th of mode.
In step (6), the concrete mode of Non-Linear Ocsillation is judged whether there is are as follows:
If the centre frequency between two or more effective mode meets ωji=k, i ≠ j, and | round (k)- K |≤0.2, then it is equivalent to that there are multiple proportions, then these effective mode just belong to the same Non-Linear Ocsillation;Wherein, Round is indicated and k closest integer, ωiAnd ωjFor two effective mode to be judged;
If there is single effectively mode is got along well, there are multiple proportions for the centre frequencies of other any mode, then this mode Just it is considered as an individual linear osccilation.
Compared with prior art, the invention has the following advantages:
1, it is motivated when present invention acquisition signal without external add-in signal, additional disturbance will not be introduced to control system, It can be realized the detection and diagnosis of non-intrusion type.
2, phase correction signal mean value (PRSA) processing of the present invention can effectively promote the signal-to-noise ratio of frequency spectrum, Clearer peak value can be obtained under strong noise background.
3, proposed by the invention based on the industrial process nonlinear detection method of oscillations for improving variation mode decomposition, it can Directly obtain more accurate frequency of oscillation, and a more than frequency range, this to utilize harmonic detecting Non-Linear Ocsillation This thinking executes simpler and accurate.
4, detection method of the invention, when decomposing oscillator signal, the redundant components and error component and EMD of generation, The methods of MEMD compared to will much less, reduce exclude redundant components and error component False Rate.
5, the method that the present invention uses data driven type completely, is not necessarily to process priori knowledge, does not also need manually to be done In advance.
Detailed description of the invention
Fig. 1 is a kind of process based on the industrial process nonlinear detection method of oscillations for improving variation mode decomposition of the present invention Schematic diagram;
Fig. 2 is the control loop the output of process signal graph to be detected of acquisition of the embodiment of the present invention;
Fig. 3 is the spectrogram of the output of process signal in the embodiment of the present invention;
Fig. 4 is spectrogram of the output of process signal after phase correction signal average value processing in the embodiment of the present invention;
Fig. 5 is that different penalty coefficients correspond to the resulting summation arrangement entropy of VMD decomposition in the embodiment of the present invention;
Fig. 6 is the decomposition result of final VMD in the embodiment of the present invention.
Specific embodiment
Below by taking certain chemical industry flow control circuit as an example, to the chemical process Non-Linear Ocsillation detection side viscid there are valve Method is described in detail.For the circuit, a priori known system exists by the viscid caused Non-Linear Ocsillation of valve, data source In " Jelali M, Huang B.Detection and Diagnosis of Stiction in Control Loops: State of the Art and Advanced Methods [M] .Springer London, first in 2009. " one books Chemical industry circuit, i.e. chemical.loop1.PV.
As shown in Figure 1, a kind of based on the industrial process nonlinear detection method of oscillations for improving variation mode decomposition, comprising:
Step 1, the control loop the output of process signal to be detected of acquisition.
The method of collection process output signal are as follows: record control loop to be detected within preset each sampling interval In process data, and in each sampling interval the addition of collected process data at previously process data end collected End.
Sampling interval refers to the sampling interval of performance evaluation system.Process data is constantly updated as time goes by, every warp The time span in a sampling interval is crossed, has new process data to be added to the end of the process data previously acquired.Performance The sampling interval of assessment system is generally identical as the control period in industrial control system, also can choose to control the whole of period Several times are determined with specific reference to performance monitoring and the limitation of the requirement of real-time and data storage capacity of industry spot.
The initial data of the present embodiment the output of process signal collected is as shown in Fig. 2, abscissa is time, list in Fig. 2 Position is the second, and ordinate is flow.
Step 2, it calculates the frequency spectrum in the circuit and by the frequency spectrum after phase correction signal average value processing, determines mode number Amount and centre frequency initialization value.
It calculates the frequency spectrum in the circuit and by the frequency spectrum after phase correction signal average value processing, finds the frequency spectrum in the circuit In there are two peak value, as shown in figure 3, and the frequency spectrum after phase correction signal average value processing only one peak value, such as Fig. 4 institute Show.
Mode quantity K is determined according to the following formula:
K=max { Kfft,KPRSA}+1
Mode quantity K=3 is obtained, corresponding centre frequency initialization value takes 0.01,0.03,0.05.
In the present embodiment, phase correction signal mean algorithm (PRSA:phase-rectified signal It averaging is) according to " Bauer A, Kantelhardt J W, Bunde A, et al.Phase-rectified signal averaging detects quasi-periodicities in non-stationary data[J].Physica A Statistical Mechanics&Its Applications, what 2006,364:423-434. " was implemented.
Step 3, the search range and step-length of penalty coefficient are determined.
The search range of penalty coefficient is determined substantially 100 to 10000, step-length value is 500 or 1000.
Step 4, it calculates the corresponding VMD of different penalty coefficients and decomposes gained summation arrangement entropy.
Different penalty coefficients correspond to VMD and decompose gained summation arrangement entropy as shown in Fig. 5 and table 1, it can be seen that minimum summation Arranging the corresponding penalty coefficient of entropy is 8100.
Table 1
Penalty coefficient 100 1100 2100 3100 4100
Summation arrangement entropy 0.8084 0.5907 0.5553 0.5466 0.5361
Penalty coefficient 5100 6100 7100 8100 9100
Summation arrangement entropy 0.5331 0.5272 0.5255 0.5254 0.5257
Step 5, VMD decomposition is carried out, the corresponding centre frequency of effective mode is obtained.
It is 3 in the mode quantity that step 2 and step 4 determine, initialization centre frequency is 0.01,0.03,0.05, punishment system Under conditions of number is 8100, arrangement entropy, related coefficient and the centre frequency for decomposing gained effectively mode are as shown in table 2.
Table 2
The step carries out obtained decomposition result after VMD decomposition as shown in fig. 6, being followed successively by original signal, again from top to bottom Structure signal (sum for decomposing gained effectively mode), effective mode u1 and effective mode u2.It can be seen that effective mode u1 and effectively The curve of mode u2 presents the form of FM amplitude modulation signal, and reconstruction signal is approximately uniform with original signal, and discomposing effect is to enable People's satisfaction.
Step 6, the centre frequency of these effective mode is calculated with the presence or absence of multiple proportion, and then is judged whether there is non-thread Property oscillation.
Because the ratio of the centre frequency of effective mode u2 and effective mode u1 is 3.1826, it is evident that | round (3.1816) -3.1816 |=0.1816≤0.2, so the output signal of this control loop includes a fundametal compoment and one , that is, there is Non-Linear Ocsillation in a third-harmonic component, conclusion is consistent with priori knowledge.
Technical solution of the present invention and beneficial effect is described in detail in embodiment described above, it should be understood that Above is only a specific embodiment of the present invention, it is not intended to restrict the invention, it is all to be done in spirit of the invention Any modification, supplementary, and equivalent replacement, should all be included in the protection scope of the present invention.

Claims (6)

1. a kind of based on the industrial process nonlinear detection method of oscillations for improving variation mode decomposition characterized by comprising
(1) loop output signal of one group of industrial process to be detected is acquired;
(2) frequency spectrum and phase correction signal mean spectrum for calculating the loop output signal, determine mode quantity and centre frequency Initial value;
(3) search range and step-length for setting penalty coefficient, calculate different penalty coefficients and correspond to VMD and decompose to obtain each mode The sum of normalization arrangement entropy obtains summation arrangement entropy;
(4) penalty coefficient corresponding to minimum summation arrangement entropy is chosen as optimal penalty coefficient;
(5) penalty coefficient of mode quantity, centre frequency initial value and selection is used to carry out VMD decomposition as parameter, according to normalizing Change arrangement entropy and related coefficient obtains effective mode;
(6) centre frequency of these effective mode is calculated with the presence or absence of multiple proportion, and then judges whether there is Non-Linear Ocsillation.
2. the industrial process nonlinear detection method of oscillations according to claim 1 based on improvement variation mode decomposition, It is characterized in that, detailed process is as follows for step (2):
The Fourier spectrum and the frequency spectrum after phase correction signal average value processing of (2-1) calculating process output signal x (t);
(2-2) determines mode quantity K according to the following formula
K=max { Kfft,KPRSA}+1
Wherein, KfftIndicate the peak value number in Fourier spectrum, KPRSAIndicate the frequency after phase correction signal average value processing The peak value number of spectrum;
(2-3) is by frequency initialization value ω centered on the frequency values of all peak valuesinit
3. the industrial process nonlinear detection method of oscillations according to claim 1 based on improvement variation mode decomposition, It is characterized in that, in step (3), the search range of penalty coefficient is 100 to 10000, and step-length value is 500 to 1000.
4. the industrial process nonlinear detection method of oscillations according to claim 1 based on improvement variation mode decomposition, It is characterized in that, the detailed process of step (3) are as follows:
(3-1) is limited to the upper limit from the value of penalty coefficient under search range, is spaced a step-length and takes a value;
(3-2) calculates normalization arrangement entropy and the summation that VMD corresponding to each penalty coefficient decomposes resulting each mode Entropy is arranged, calculation formula is as follows:
NPEk=PEk/ln(N-d+1)
Wherein, NPEkIt is the normalization arrangement entropy of k-th of mode, PEkIt is the original alignment entropy of k-th of mode, N is circuit The length of output signal, it is summation arrangement entropy that the value of d, which takes 5, SPE,.
5. the industrial process nonlinear detection method of oscillations according to claim 1 based on improvement variation mode decomposition, It is characterized in that, in step (5), the picking rule of effective mode are as follows: normalizated correlation coefficient is greater than 0.2 and normalization arrangement Entropy is less than 0.4;Wherein, normalizated correlation coefficient calculation formula is as follows:
Cov represents covariance, uk(t) mode decomposed and obtained is represented, x (t) represents loop output signal, σx(t)It is defeated to represent circuit The standard deviation of signal out,Represent the standard deviation of k-th of mode, ρkRepresent loop output signal x (t) and k-th mode it Between related coefficient, max representative be maximized, λkRepresent the normalizated correlation coefficient of k-th of mode.
6. the industrial process nonlinear detection method of oscillations according to claim 1 based on improvement variation mode decomposition, It is characterized in that, in step (6), judges whether there is the concrete mode of Non-Linear Ocsillation are as follows:
If the centre frequency between two or more effective mode meets ωji=k, i ≠ j, and | round (k)-k |≤ 0.2, then it is equivalent to that there are multiple proportions, then these effective mode just belong to the same Non-Linear Ocsillation, wherein round It indicates and k closest integer;
If there is single effectively mode is got along well, there are multiple proportions for the centre frequencies of other any mode, then this mode just by It is considered as an individual linear osccilation.
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Cited By (7)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN110263298A (en) * 2019-07-11 2019-09-20 中国人民解放军陆军装甲兵学院 A kind of mode number of variation mode decomposition determines method
CN110687791A (en) * 2019-10-31 2020-01-14 浙江大学 Nonlinear oscillation detection method based on improved adaptive frequency modulation modal decomposition
CN110716534A (en) * 2019-10-31 2020-01-21 浙江大学 Industrial process oscillation detection method based on self-tuning variational modal decomposition
CN110890753A (en) * 2019-12-03 2020-03-17 国网湖南省电力有限公司 Generator set disturbance source positioning method based on VMD algorithm
CN111538309A (en) * 2020-04-03 2020-08-14 浙江大学 Industrial process plant-level oscillation detection method based on multivariate nonlinear frequency modulation modal decomposition
CN112903296A (en) * 2021-01-25 2021-06-04 燕山大学 Rolling bearing fault detection method and system
CN117272022A (en) * 2023-09-19 2023-12-22 小谷粒(广州)母婴用品有限公司 Detection method of MEMS oscillator

Citations (7)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN102305891A (en) * 2011-07-04 2012-01-04 武汉大学 On-line monitoring method of low-frequency oscillation of power system
CN106451498A (en) * 2016-11-28 2017-02-22 福州大学 Low frequency oscillation modal identification method based on improved generalized morphological filtering
CN107702908A (en) * 2017-10-12 2018-02-16 国网山东省电力公司莱芜供电公司 GIS mechanical oscillation signal Time-Frequency Analysis Methods based on VMD self adapting morphologies
CN107832525A (en) * 2017-11-07 2018-03-23 昆明理工大学 A kind of method and its application of information entropy optimization VMD extractions bearing fault characteristics frequency
CN108008187A (en) * 2017-12-08 2018-05-08 大连海洋大学 Power grid harmonic wave detection method based on variation mode decomposition
KR20180112258A (en) * 2017-04-03 2018-10-12 두산인프라코어 주식회사 Method and system for detecting fault of swing device
CN108830128A (en) * 2018-03-28 2018-11-16 中南大学 The low-frequency oscillation of electric power system modal identification method decomposed based on noise-like signal VMD

Patent Citations (7)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN102305891A (en) * 2011-07-04 2012-01-04 武汉大学 On-line monitoring method of low-frequency oscillation of power system
CN106451498A (en) * 2016-11-28 2017-02-22 福州大学 Low frequency oscillation modal identification method based on improved generalized morphological filtering
KR20180112258A (en) * 2017-04-03 2018-10-12 두산인프라코어 주식회사 Method and system for detecting fault of swing device
CN107702908A (en) * 2017-10-12 2018-02-16 国网山东省电力公司莱芜供电公司 GIS mechanical oscillation signal Time-Frequency Analysis Methods based on VMD self adapting morphologies
CN107832525A (en) * 2017-11-07 2018-03-23 昆明理工大学 A kind of method and its application of information entropy optimization VMD extractions bearing fault characteristics frequency
CN108008187A (en) * 2017-12-08 2018-05-08 大连海洋大学 Power grid harmonic wave detection method based on variation mode decomposition
CN108830128A (en) * 2018-03-28 2018-11-16 中南大学 The low-frequency oscillation of electric power system modal identification method decomposed based on noise-like signal VMD

Non-Patent Citations (1)

* Cited by examiner, † Cited by third party
Title
郑小霞,周国旺,任浩瀚,符杨: "基于变分模态分解和排列熵的滚动轴承故障诊断", 《振动与冲击》 *

Cited By (11)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN110263298A (en) * 2019-07-11 2019-09-20 中国人民解放军陆军装甲兵学院 A kind of mode number of variation mode decomposition determines method
CN110263298B (en) * 2019-07-11 2023-09-15 中国人民解放军陆军装甲兵学院 Modal number determination method for variational modal decomposition
CN110687791A (en) * 2019-10-31 2020-01-14 浙江大学 Nonlinear oscillation detection method based on improved adaptive frequency modulation modal decomposition
CN110716534A (en) * 2019-10-31 2020-01-21 浙江大学 Industrial process oscillation detection method based on self-tuning variational modal decomposition
CN110716534B (en) * 2019-10-31 2021-04-06 浙江大学 Industrial process oscillation detection method based on self-tuning variational modal decomposition
CN110890753A (en) * 2019-12-03 2020-03-17 国网湖南省电力有限公司 Generator set disturbance source positioning method based on VMD algorithm
CN111538309A (en) * 2020-04-03 2020-08-14 浙江大学 Industrial process plant-level oscillation detection method based on multivariate nonlinear frequency modulation modal decomposition
CN111538309B (en) * 2020-04-03 2021-06-22 浙江大学 Industrial process plant-level oscillation detection method based on multivariate nonlinear frequency modulation modal decomposition
CN112903296A (en) * 2021-01-25 2021-06-04 燕山大学 Rolling bearing fault detection method and system
CN112903296B (en) * 2021-01-25 2021-12-14 燕山大学 Rolling bearing fault detection method and system
CN117272022A (en) * 2023-09-19 2023-12-22 小谷粒(广州)母婴用品有限公司 Detection method of MEMS oscillator

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