Detection method for building abnormal energy consumption data
A data detection and anomaly technology, applied in data processing applications, electrical digital data processing, special data processing applications, etc., can solve problems such as inaccuracy, failure of the system to capture, and complex fluctuations in energy consumption data to overcome defects Effect
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Embodiment 1
[0028] A method for detecting abnormal building energy consumption data:
[0029] Step (1): Collect building energy consumption data with a fixed time period as the collection frequency, and establish a time series D of energy consumption data:
[0030] D = {d t |t=t 0 ,t 1 ,t 2 ,...,t n-1};
[0031] In the formula, d t is an element, representing the collected data at time t;
[0032] Step (2): Set the threshold according to the actual situation of the building and based on industry indicators, compare with the threshold, extract the abnormal elements in the time series, that is, the abnormal collection data, and use the abnormal elements as the subsequence D of D 1 ; Remove the abnormal element in the time series D as a subsequence D of D 2 :D 2 ={d 1 , d 2 ,...,d p};
[0033] Step (3): Using the deviation-based anomaly data mining method, D with a fixed length m 2 Split into s subsequences, D 2 subsequence D 2s Expressed as:
[0034] D. 2s ={d s , d s+1 ...
Embodiment 2
[0042] For example, a method for detecting abnormal building energy consumption data in Example 1, during the spring and autumn periods, the power consumption of air conditioners should be less than the power consumption of standby; during the night rest period, the power consumption and water consumption of public buildings indoor lighting should be kept at extremely low energy consumption The power consumption of office buildings during holidays should be less than that of working days; the energy consumption of commercial buildings during non-business hours should be lower than that of business hours; the fluctuation range of energy consumption values of office buildings, teaching buildings and other buildings during normal use should be relatively stable.
Embodiment 3
[0044] For example, a method for detecting abnormal building energy consumption data in Embodiment 1 or 2, the dissimilarity function is defined as:
[0045] DST ( A , B ) = ( Σ i = 1 m A i ⊕ B i ) m
[0046] In the formula, A is two adjacent values d q-1 , d q The difference between, B is the subsequent adjacent two numbers d q , d q+1 The difference between, m is the length of the collection object, is the exclusive-or operator, defined as A ⊕ B = 1 , ...
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