2019
DOI: 10.1016/j.spmi.2017.12.037
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Artificial neural network modeling and sensitivity analysis for soiling effects on photovoltaic panels in Morocco

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Cited by 47 publications
(20 citation statements)
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“…ANN model with Levenberg‐Marquardt backpropagation algorithm, 6‐35‐1 optimum configuration and Tan sigmoidal as well as Pure linear transfer functions is obtained as the best model with R 2 of 0.928. Sensitivity analysis shows that, soiling rate of photovoltaic glazing is affected most by relative humidity followed by wind direction, wind speed, solar insolation, ambient temperature and rainfall, respectively in the decreasing order of their effect on soiling rate 110 . Solar photovoltaic system is installed in the cladding area of greenhouse by Alonso et al to increase the power production capacity in Almeria, Spain.…”
Section: Application Of Ai Techniques In Solar Photovoltaic Systemsmentioning
confidence: 99%
“…ANN model with Levenberg‐Marquardt backpropagation algorithm, 6‐35‐1 optimum configuration and Tan sigmoidal as well as Pure linear transfer functions is obtained as the best model with R 2 of 0.928. Sensitivity analysis shows that, soiling rate of photovoltaic glazing is affected most by relative humidity followed by wind direction, wind speed, solar insolation, ambient temperature and rainfall, respectively in the decreasing order of their effect on soiling rate 110 . Solar photovoltaic system is installed in the cladding area of greenhouse by Alonso et al to increase the power production capacity in Almeria, Spain.…”
Section: Application Of Ai Techniques In Solar Photovoltaic Systemsmentioning
confidence: 99%
“…Figure 11 shows the scatter plot comparing the real losses and the estimated losses with ANN. Comparing with other models in the literature, (Laarabi et al, 2019) [32] used Iglo, wind speed and direction, Tamb, RH, and rainfall to create a neural network and see the effect of soiling in Morocco, resulting in a neural network with a total of 35 hidden layers, where the RMSE was close to 0.5%, the Mean Absolute Percentage Error (MAPE) greater than 9% and the higher r-value of 0.96. In this sense, the model presented in this work needs two fewer variables (equivalent to a wind sensor), and the number of hidden neurons is reduced, making its execution more efficient and where the results are quite similar.…”
Section: Model 2 Resultsmentioning
confidence: 99%
“…• Model structure: Relatively simple structures are most often considered, 63.6% (21 out of 33 models) with 1 hidden layer and the remaining with 2 hidden layers. The number of neurons in the hidden layer is generally less or around 10, while in some models more neurons are selected [36,41,42]. As for the number of parameters, its value is generally less than 500 in the reviewed cases.…”
Section: ) Integration Of Snn In Pv Fddmentioning
confidence: 99%