CN111598145A - Non-invasive load monitoring method based on mixed probability label time-varying constraint distribution - Google Patents
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Abstract
The invention discloses a non-invasive load monitoring method based on mixed probability label time-varying constraint distribution, which considers that mixed equipment signal characteristics can be modeled by using a mixed Gaussian model at a single time point and introduces an equipment working state label joint distribution mechanism on a time domain, provides a novel monitoring method which is more efficient than an HMM method and can carry out joint correlation identification analysis on power load time-space domain signal characteristics, reduces the influence of the characteristics of low-power-consumption load equipment covered by high-power-consumption load equipment by using a differential characteristic extraction method, carries out modeling by using the mixed Gaussian model at the single time point and introduces the equipment working state label joint distribution mechanism on the time domain to carry out joint correlation identification analysis on the power load time-space domain signal characteristics, thereby improving the identification accuracy of load equipment.
Description
Technical Field
The invention belongs to the field of information processing, and particularly relates to a non-invasive load monitoring method based on mixed probability label time-varying constraint distribution.
Background
The non-intrusive load monitoring (NILM) technology considers that energy consumption data aggregated by all devices are obtained from single-point signal measurement, and reversely calculates the working conditions of each device in the system load according to the consumption characteristics of a single electrical device under the condition that other sensing devices are not installed, and becomes an important technical means for improving the quality of power supply service and ensuring the safety of the power supply service at present.
Existing NILM techniques are largely divided into two categories, event-based and non-event-based. The event-based monitoring algorithm comprises two steps of event detection and classification, such as accumulation and detection, robust Bayesian detection, generalized likelihood ratio detection and the like, wherein the event detection performance can greatly influence the subsequent classification effect. The NILM method, which is not based on event detection, does not require the step of event detection, but directly analyzes the composite power signal characteristics of all samples. Among them, Hidden Markov Models (HMM) and their improved models are a widely used effective method. The HMM-based method considers using signal data at longer sampling points, the computational complexity of the device mixing state will grow exponentially as the number of devices increases, and the real-time computation efficiency is not high.
The NILM technology has certain applications in different fields, such as power systems, water flow monitoring systems, ventilation monitoring systems, solar power generation, and the like. Recently, the NILM technology has been studied and improved at home and abroad.
The method also has some research reports on the NILM in China, considers that the total current signal is mixed and superposed when the load operates independently, converts the load decomposition problem into the blind source separation problem, performs whitening processing on the mixed current signal, constructs a de-mixing matrix, and decomposes the electricity consumption of residents. Differential feature extraction is also used for converting the differential feature extraction into single load feature identification, and the load equipment identification is realized through fuzzy clustering, but the identification performance of the method on the low-power-consumption load equipment is still not ideal.
Disclosure of Invention
The purpose of the invention is as follows: the invention provides a non-invasive load monitoring method based on mixed probability label time-varying constraint distribution, which considers that the signal characteristics of mixed equipment at a single time point can be modeled by using a mixed Gaussian model, and introduces an equipment working state label joint distribution mechanism on a time domain, provides a novel monitoring method which is simpler than an HMM method and can carry out joint correlation identification analysis on the signal characteristics of a power load time-space domain, takes the data of different load equipment under a non-invasive environment as a training sample, extracts a load characteristic sample through principal component analysis, divides the load equipment into two types according to a comprehensive evaluation value and a sample ranking graph, and combines a Fisher judgment criterion to realize the characteristic separation of the load equipment of different types; specifically, the influence of the covering characteristics of low-power-consumption load equipment by high-power-consumption load equipment is reduced by utilizing a differential characteristic extraction method, modeling is carried out on a single time point by utilizing a Gaussian mixture model, and a joint distribution mechanism of equipment working state labels on a time domain is introduced to carry out joint correlation identification analysis on the power load time-space domain signal characteristics, so that the identification accuracy of the load equipment is improved.
The technical scheme is as follows: the invention discloses a non-invasive load monitoring method based on mixed probability label time-varying constraint distribution, which specifically comprises the following steps:
(1) based on a Gaussian mixture probability model and a time-varying label optimal coupling distribution mechanism, the state of the power load equipment is identified through an iterative optimization distribution method, a mixed probability label time-varying constraint distribution strategy is introduced, the transient characteristic and the steady-state characteristic of the load equipment are extracted, and the model realizes the self-adaptive division modeling of continuous numerical data through a maximum self-interpretation reduction target and further analyzes the continuous numerical data.
(2) Performing difference characteristic extraction on total active power P, total reactive power Q, C-phase active power PC, C-phase reactive power QC and harmonic current IC;
(3) training data of all load equipment in independent operation in different states to obtain corresponding load equipment characteristics, namely a Gaussian model parameter mean value mu and a covariance sigma;
(4) judging the running state of the load equipment by a calculation formula by using a single-point Gaussian mixture model;
(5) at time T (T)>2) By calculating the cumulative error of the formula to accumulate the error ETMinimization of the error, if the accumulated error ETWhen the time is reduced, the step (4) is carried out again;
(6) when the error E is accumulatedTGradually converge to less than log2And T, finishing the calculation at the moment, finishing backtracking distribution, and identifying the working state of the corresponding load equipment.
Further, the transient characteristics of step (1) include instantaneous voltage, instantaneous current, instantaneous power and voltage noise; the steady state characteristics include active power, reactive power, current harmonics, voltage waveforms.
Further, the step (3) is specifically as follows: the Gaussian Mixture Model (GMM) has a probability distribution Model of the form,
wherein the content of the first and second substances,Ν(x|μk,Σk) The kth component, π, of the Gaussian mixture modelkA weight for each component; a single probability density function of
In the formula, mukAs the mean value of the characteristics of the load equipment, sigmakIs the load device feature covariance, Ν (x | μk,Σk) The value of (d) is a probability density function of a single point gaussian distribution. To arbitrary load equipment ekUsing the power consumption data in different running states as training samples to obtain corresponding mean values mukSum covariance Σk。
Further, the step (4) is specifically as follows:set pikIs 1/k, then the probability of each load device is:
then, the operation state of all the load devices at any time t can be calculated as
πk=y(i,k)/Nk(8)。
Further, when pik<At 1/k, the load equipment is considered not to be in operation, when pik>At 1/k, the load equipment may or may not be in operation;
thus, all the load devices { e } at any time t1,e2,e3LeN-2,eN-1,eNThe running state of St={st,1,st,2,st,3,Lst,N-2,st,N-1,st,N},st,i∈ {0,1}, i ═ 1,2, LN, when siWhen 1, the load device is operated in this state, when siWhen 0, the load device is not operated in this state; the multiple states of the same device are considered to be different devices, i.e. for any load device eiM states as a set of m load devices { e }i,ei+1Lei+m-2,ei+m-1When eiWhen the device is operated in a certain state, the corresponding device is in an operating state, and other devices are in a closed state; the operating state of only one electrical appliance between any two adjacent moments is changed, and the operating state at the moment t +1 is St+1={st+1,1,st+1,2,st+1,3,Lst+1,N-2,st+1,N-1,st+1,N},st+1,i∈ {0,1}, i ═ 1,2, LN, operating state S due to time ttOnly the possibility of N operating states, state st+1A state space diagram at time t + 1; form ofThe state space is the state in which all possible operating states of the load device between time t and time t +1 can occur.
Further, in the step (5), a single-point mixed gaussian model is used, and the probability vectors W of the load equipment at the time T are obtained according to the formulas (6), (7) and (8) calculated in the step (4)T={π1,π2…πkTherein of
The accumulated error of the state spaces of all the electric appliances before the backtracking time T is as follows:
at time T, according to St≤TAnd WTObtaining a temporarily selected running state, and distributing the running state at the moment of T +1 on the basis of the temporarily selected running state; if the running state at the time T cannot be distributed to the running state at the time T +1, the time T-1 is traced back forward.
Further, the step (6) is specifically as follows: will accumulate the error ETMinimization as model training target when accumulating error ETGradually converge and are less than log2And T, finishing backtracking distribution and identifying the working state of the corresponding load equipment.
Has the advantages that: the invention discloses a non-invasive load monitoring method based on mixed probability label time-varying constraint distribution, which utilizes a differential feature extraction method to reduce the influence of the covering features of low-power-consumption load equipment by high-power-consumption load equipment, utilizes a mixed Gaussian model to perform modeling at a single time point, introduces an equipment working state label joint distribution mechanism on a time domain, and performs joint correlation identification analysis on the power load time-space domain signal features, thereby improving the identification accuracy of the load equipment.
Drawings
FIG. 1 is a graph of a hybrid probabilistic tag time-varying constraint distribution strategy;
fig. 2 is a state space diagram of successive moments of the load device.
Detailed Description
When multiple load devices run simultaneously, the high-power load device can cover the characteristics of the low-power load device, and the identification degree of the load device is not high. Aiming at the problem, an optimal coupling distribution mechanism based on a Gaussian mixture probability model and a time-varying label is provided, and the state of the power load equipment is identified through an iterative optimization distribution method. A mixed probabilistic label time-varying constraint assignment strategy is introduced as shown in figure 1.
W in FIG. 1TProbability vectors of each load device obtained based on a Gaussian mixture probability model at time T, St≤TPossible operating states of all load units at time T, L (S)t≤T,WT)PP kinds of operation state spaces { L) of load equipment at time TT,0,LT,1,LT,2,…LT,P-1,LT,P}。WT+1Probability vectors of each load device obtained based on the Gaussian mixture probability model at the moment of T +1, St≤T+1Possible operating states of all load units before T +1, L (S)t≤T+1,WT+1)QQ kinds of operation state spaces { L) of load equipment at the moment of T +1T+1,0,LT+1,1,LT+1,2,…LT+1,Q-1,LT+1,Q}. At time T, according to St≤TAnd WTObtaining a temporarily selected running state LT,0Based on this, according to WT+1Allocating a preferred operating state LT+1,0When L is presentT,0If the reasonable distribution can not be carried out in the Q running states at the time T +1, the candidate running state space { L } is selected by backtracking to the time TT,1,LT,2,…LT,P-1,LT,PAnd obtaining the optimal coupling distribution. If the P running states can not be reasonably coupled and distributed at the time T +1 at the time T, the time T-1 is traced back forwards, and so on.
The non-invasive load power monitoring mainly comprises three parts, namely load data acquisition, load data processing and load monitoring and identification. There may be some specificity in the operational characteristics of the different load devices in the NILM system, so that these valid characteristics can be extracted from the raw power signal data. The operating characteristics of the electrical load devices can be largely classified into transient characteristics and steady-state characteristics. Transient characteristics include instantaneous voltage, instantaneous current, instantaneous power, voltage noise, etc., and steady-state characteristics include active power, reactive power, current harmonics, voltage waveforms, etc. Table 1 shows a common transient characteristic extraction method, and a common steady-state load characteristic method is shown in table 2.
Table 1 transient feature extraction method and advantages and disadvantages thereof
TABLE 2 Steady-State feature extraction method
The operating characteristics of the electrical load devices can be largely classified into transient characteristics and steady-state characteristics. The method specifically considers extracting total active power P, total reactive power Q, C-phase active power PC, C-phase reactive power QC and harmonic current IC.
The Gaussian Mixture Model (GMM) has a probability distribution Model of the form,
wherein the content of the first and second substances,Ν(x|μk,Σk) The kth component, π, of the Gaussian mixture modelkIs the weight of each component.
A single probability density function of
In the formula, mukAs the mean value of the characteristics of the load equipment, sigmakIs the load device feature covariance, Ν (x | μk,Σk) The value of (d) is a probability density function of a single point gaussian distribution. To arbitrary load equipment ekUsing the power consumption data in different running states as training samples to obtain corresponding mean values mukSum covariance Σk. Set pikIs 1/k, then the probability of each load device is:
then, the operation state of all the load devices at any time t can be calculated as
πk=y(i,k)/Nk(8)
When pik<At 1/k, the load equipment is considered not to be in operation, when pik>At 1/k, the load device may or may not be operating.
Thus, all the load devices { e } at any time t1,e2,e3LeN-2,eN-1,eNThe running state of St={st,1,st,2,st,3,Lst,N-2,st,N-1,st,N},st,i∈ {0,1}, i ═ 1,2, LN, when siWhen 1, the load device is operated in this state, when siWhen 0, the load device is not operated in this state. The multiple states of the same device are considered to be different devices, i.e. for any load device eiM states as a set of m load devices { e }i,ei+1Lei+m-2,ei+m-1When eiWhen the device is operated in a certain state, the corresponding device is in an operating state, and other devices are in a closed state. With only one current between any two adjacent momentsThe working state of the device is changed, and the running state at the moment of t +1 is St+1={st+1,1,st+1,2,st+1,3,Lst+1,N-2,st+1,N-1,st+1,N},st+1,i∈ {0,1}, i ═ 1,2, LN, operating state S due to time ttOnly the possibility of N operating states, state st+1The state space at time t +1 is shown in fig. 2, where the blue circles represent that the load devices are operating, the white circles represent that the load devices are not operating, and the state space is the state in which the operating states of the load devices between time t and time t +1 are all possible.
First, according to equations (6), (7) and (8), a probability vector W of the load device at time T is obtainedT={π1,π2…πk},
The accumulated error of the state spaces of all the electric appliances before the backtracking time T is as follows:
at time T, according to St≤TAnd WTA temporarily selected operating state is obtained, and the operating state at the time T +1 is allocated on the basis of the temporarily selected operating state. If the running state at the time T cannot be distributed to the running state at the time T + 1, the time T-1 is traced back forward. Will accumulate the error ETMinimization as model training target when accumulating error ETGradually converge and are less than log2And T, finishing backtracking distribution and identifying the working state of the corresponding load equipment.
In summary, the non-intrusive load monitoring method based on the hybrid probability label time-varying constraint distribution is as follows:
(1) based on a Gaussian mixture probability model and a time-varying label optimal coupling distribution mechanism, the state of the power load equipment is identified through an iterative optimization distribution method, a mixed probability label time-varying constraint distribution strategy is introduced, the transient characteristic and the steady-state characteristic of the load equipment are extracted, and the model realizes the self-adaptive division modeling of continuous numerical data through a maximum self-interpretation reduction target and further analyzes the continuous numerical data.
(2) Performing difference characteristic extraction on total active power P, total reactive power Q, C-phase active power PC, C-phase reactive power QC and harmonic current IC;
(3) training data of all load equipment in independent operation in different states to obtain corresponding load equipment characteristics, namely a Gaussian model parameter mean value mu and a covariance sigma;
(4) judging the running state of the load equipment by a calculation formula by using a single-point Gaussian mixture model;
(5) at time T (T)>2) By calculating the cumulative error of the formula to accumulate the error ETMinimization of the error, if the accumulated error ETWhen the time is reduced, the step (4) is carried out again;
(6) when the error E is accumulatedTGradually converge to less than log2And T, finishing the calculation at the moment, finishing backtracking distribution, and identifying the working state of the corresponding load equipment.
Although the present invention has been described with reference to a preferred embodiment, it should be understood that various changes, substitutions and alterations can be made herein without departing from the spirit and scope of the invention as defined by the appended claims.
Claims (7)
1. The non-intrusive load monitoring method based on the mixed probability label time-varying constraint distribution is characterized in that: the method specifically comprises the following steps:
(1) identifying the state of the power load equipment by an iterative optimization distribution method based on a Gaussian mixed probability model and a time-varying label optimal coupling distribution mechanism, introducing a mixed probability label time-varying constraint distribution strategy, and extracting transient characteristics and steady-state characteristics of the load equipment;
(2) performing difference characteristic extraction on total active power P, total reactive power Q, C-phase active power PC, C-phase reactive power QC and harmonic current IC;
(3) training data of all load equipment in independent operation in different states to obtain corresponding load equipment characteristics, namely a Gaussian model parameter mean value mu and a covariance sigma;
(4) judging the running state of the load equipment by a calculation formula by using a single-point Gaussian mixture model;
(5) at time T (T)>2) By calculating the cumulative error of the formula to accumulate the error ETMinimization of the error, if the accumulated error ETWhen the time is reduced, the step (4) is carried out again;
(6) when the error E is accumulatedTGradually converge to less than log2And T, finishing the calculation at the moment, finishing backtracking distribution, and identifying the working state of the corresponding load equipment.
2. The non-intrusive load monitoring method based on hybrid probabilistic label time-varying constraint distribution as recited in claim 1, wherein: the transient characteristics of step (1) include instantaneous voltage, instantaneous current, instantaneous power and voltage noise; the steady state characteristics include active power, reactive power, current harmonics, voltage waveforms.
3. The non-intrusive load monitoring method based on hybrid probabilistic label time-varying constraint distribution as recited in claim 1, wherein: the step (3) is specifically as follows: the Gaussian Mixture Model (GMM) has a probability distribution Model of the form,
wherein the content of the first and second substances,Ν(x|μk,Σk) The kth component, π, of the Gaussian mixture modelkA weight for each component; a single probability density function of
In the formula, mukAs the mean value of the characteristics of the load equipment, sigmakIs the load device feature covariance, Ν (x | μk,Σk) The value of (a) is a probability density function of single-point Gaussian distribution; to arbitrary load equipment ekUsing the power consumption data in different running states as training samples to obtain corresponding mean values mukSum covariance Σk。
4. The non-intrusive load monitoring method based on hybrid probabilistic label time-varying constraint distribution as recited in claim 1, wherein: the step (4) is specifically as follows: set pikIs 1/k, then the probability of each load device is:
then, the operation state of all the load devices at any time t can be calculated as
πk=y(i,k)/Nk(8)。
5. The non-intrusive load monitoring method based on hybrid probabilistic label time-varying constraint distribution as recited in claim 4, wherein: when pik<At 1/k, the load equipment is considered not to be in operation, when pik>At 1/k, the load equipment may or may not be in operation;
thus, all the load devices { e } at any time t1,e2,e3LeN-2,eN-1,eNThe running state of St={st,1,st,2,st,3,Lst,N-2,st,N-1,st,N},st,i∈ {0,1}, i ═ 1,2, LN, when siWhen 1, the load device is operated in this state, when siWhen 0, the load device is not operated in this state; the multiple states of the same device are considered to be different devices, i.e. for any load device eiM states as a set of m load devices { e }i,ei+1Lei+m-2,ei+m-1When eiWhen the device is operated in a certain state, the corresponding device is in an operating state, and other devices are in a closed state; the operating state of only one electrical appliance between any two adjacent moments is changed, and the operating state at the moment t +1 is St+1={st+1,1,st+1,2,st+1,3,Lst+1,N-2,st+1,N-1,st+1,N},st+1,i∈ {0,1}, i ═ 1,2, LN, operating state S due to time ttOnly the possibility of N operating states, state st+1A state space diagram at time t + 1; the state space is the state in which all possible operating states of the load device between time t and time t +1 can occur.
6. The non-intrusive load monitoring method based on hybrid probabilistic label time-varying constraint distribution as recited in claim 1, wherein: and (5) calculating formulas (6), (7) and (8) in the step (4) by using a single-point mixed Gaussian model to obtain a probability vector W of the load equipment at the moment TT={π1,π2…πkTherein of
The accumulated error of the state spaces of all the electric appliances before the backtracking time T is as follows:
at time T, according to St≤TAnd WTObtaining a temporarily selected running state, and distributing the running state at the moment of T +1 on the basis of the temporarily selected running state; if the running state at the time T cannot be distributed to the running state at the time T +1, the time T-1 is traced back forward.
7. The non-intrusive load monitoring method based on hybrid probabilistic label time-varying constraint distribution as recited in claim 1, wherein: the step (6) is specifically as follows: will accumulate the error ETMinimization as model training target when accumulating error ETGradually converge and are less than log2And T, finishing backtracking distribution and identifying the working state of the corresponding load equipment.
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张露: "非侵入式负荷监测算法研究", 《中国知网硕士电子期刊》 * |
Cited By (2)
Publication number | Priority date | Publication date | Assignee | Title |
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CN115982576A (en) * | 2023-03-17 | 2023-04-18 | 石家庄科林电气股份有限公司 | Malignant load identification method and device and electric energy meter |
CN115982576B (en) * | 2023-03-17 | 2023-06-20 | 石家庄科林电气股份有限公司 | Malignant load identification method and device and electric energy meter |
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