2019 IEEE Conference on Energy Conversion (CENCON) 2019
DOI: 10.1109/cencon47160.2019.8974844
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Evaluation of Deep Learning-based prediction models in Microgrids

Abstract: It is crucial today that economies harness renewable energies and integrate them into the existing grid. Conventionally, energy has been generated based on forecasts of peak and low demands. Renewable energy can neither be produced on demand nor stored efficiently.Thus, the aim of this paper is to evaluate Deep Learning-based forecasts of energy consumption to align energy consumption with renewable energy production. Using a dataset from a usecase related to landfill leachate management, multiple prediction m… Show more

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Cited by 2 publications
(1 citation statement)
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“…In [28], demand, generation and battery state of charge of a microgrid are forecast with ARIMA, using only past data of the variable to be forecast among photovoltaic (PV) power production, load consumption and battery state of charge in a building, and a control algorithm is applied afterwards. However, in [29,30], which deals with microgrid demand, it is argued that ANNs are more appropriate for time series forecasting than ARIMA, especially in cases where the signals exhibit abrupt fluctuations and nonlinearity. In [30] especially, season (with arbitrary numbering) and time themselves instead of demand average over season/time have been inserted as input to the model, thus leading to non-linear instead of linear relations between input and output, in contrast to our approach.…”
Section: Related Work and Our Contributionmentioning
confidence: 99%
“…In [28], demand, generation and battery state of charge of a microgrid are forecast with ARIMA, using only past data of the variable to be forecast among photovoltaic (PV) power production, load consumption and battery state of charge in a building, and a control algorithm is applied afterwards. However, in [29,30], which deals with microgrid demand, it is argued that ANNs are more appropriate for time series forecasting than ARIMA, especially in cases where the signals exhibit abrupt fluctuations and nonlinearity. In [30] especially, season (with arbitrary numbering) and time themselves instead of demand average over season/time have been inserted as input to the model, thus leading to non-linear instead of linear relations between input and output, in contrast to our approach.…”
Section: Related Work and Our Contributionmentioning
confidence: 99%