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Energies2018,11, 1900
andxj is themeanvalueandσj thevarianceof the j input factor
σj= [
∑Ni=1 ( xij−xj )2
N−1 ]1/2
. (17)
TheStandardizedRegressionCoefficient [20] for the input factor j isdefinedas
SRCJ= βjσj
σy . (18)
Under thepremise that the inputvariablesare independent, theSRCsshowthe importanceof
each factor throughmovingeach factor from its expectedvaluebyafixed fractionof its standard
deviationwhilekeepingallother factorsat theirexpectedvalues [20]. CalculatingtheSRCsmeans to
performtheregressionanalysis,with inputandoutputparametersnormalizedtozeroandstandard
deviationone.Apositivesign indicates that the input ispositivelycorrelatedwith theoutput,whilea
negativesign indicatesanegativecorrelation. The importanceof these factorscanberankedaccording
to theabsolutevalueof theSRCs.
3.CaseStudyandResults
3.1. TheFrameworkof theCaseStudy
Theframeworkof thecasestudyisshowninFigure2. Thereal-timemeteorologicalparameters
thatwecollectedwere input intotheDesignBuilder (DB),andthesimulatedcoolingloadwasregarded
as thereal loadof theofficebuilding.Next, theactualmeteorologicaldataandsimulated loaddata
are used as training samples to build a load forecastingmodel based on SVM.Weuse the actual
weather data in July as test samples to perform load forecasting to obtain the predicted load P1.
Then, theweather forecastdatabeforeandafterprocessingare input into theSVMmodel toobtain
predicted loads P2 and P3, which are used for comparing the prediction accuracy of P2 and P3.
Sensitivityanalysiswasusedtostudythe factors thathaveasignificant impacton loadforecasting in
the inputparameters.
The predicted load P1
Real load
The predicted load P2
The predicted load P3
The
SVM
model
The DB model
Actual weather data
Forecast weather data
Forecast weather data
revised by MCM
Actual weather data
(from Jun.16 to Sep.15)
Figure2.Theframeworkof thecasestudy.
In order to verify thevalidity of theMCMand the SVMmodel established, three evaluation
indexesareusedtocomparethepredictionresultsbetweenP1,P2andP3,whichincludethefollowing:
theMeanAbsolutePercentageError (MAPE)[33], theMeanAbsoluteError (MAE)[34], theRootMean
SquareError (RMSE) [34]. Theirdefinitionsandthecalculationresultscanthenbeshownas follows.
MAPE= 1
N∑ N
i=1 ∣∣∣∣yˆi−yiyi ∣∣∣∣ (19)
217
Short-Term Load Forecasting by Artificial Intelligent Technologies
- Titel
- Short-Term Load Forecasting by Artificial Intelligent Technologies
- Autoren
- Wei-Chiang Hong
- Ming-Wei Li
- Guo-Feng Fan
- Herausgeber
- MDPI
- Ort
- Basel
- Datum
- 2019
- Sprache
- englisch
- Lizenz
- CC BY 4.0
- ISBN
- 978-3-03897-583-0
- Abmessungen
- 17.0 x 24.4 cm
- Seiten
- 448
- Schlagwörter
- Scheduling Problems in Logistics, Transport, Timetabling, Sports, Healthcare, Engineering, Energy Management
- Kategorie
- Informatik