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PV Solar Power Forecasting
Based on Hybrid MFFNN-ALO
Adel Alblawi1, Taghreed Said2, M.
Talaat3,4,*, M.H. Elkholy4,
1Mechanical Engineering Department, College of Engineering, Shaqra University, Ar Riyadh, Saudi Arabia
2Electrical Engineering Department, Higher Technological Institute, 10th of Ramadan City, Egypt
3Electrical Engineering Department, College of Engineering, Shaqra University, Ar Riyadh, Saudi Arabia
4Electrical Power & Machines Department, Faculty of Engineering, Zagazig University, 44519 Zagazig, Egypt.
*m_mtalaat@eng.zu.edu.eg
Introduction
The Energy Consumption & generation
Introduction
The grid management for the uncertain and variable
power generation.
Introduction
Introduction
The ANN is preferred over traditional methods in terms
of solar energy prediction:
 The high ability to learn from previous
measurements.
 Build accurate relationships between all
variables.
 Predict what is new in the future.
 The main problems of utilizing ANNs alone is the
stagnation in a local minimum.
Forecasting Model (MFFNN-ALO)
 The accuracy of the suggested MFFNNs is assessed using:
𝑁𝑅𝑀𝑆𝐸 =
1
𝑁
.
𝑖=1
𝑁
𝐸𝑖
2 /𝑣𝑎𝑟 𝑃𝐷𝐶
𝐸𝑖 = 𝑃𝐷𝐶 − 𝑃𝑖
 The training's objective function (OF):
OF= min ( 𝑁𝑅𝑀𝑆𝐸)= min
1
𝑁
.
𝑖=1
𝑁
𝐸𝑖
2 /𝑣𝑎𝑟 𝑃𝐷𝐶
 The minimization of the NRMSE problem is subjected to:
 Weight limits.  Bias limits.
Problem Formulation
Forecasting Model
1. Data preparation:
For the proposed Neural networks:
 Solar radiation, ambient temperature, and wind
speed as the inputs to the forecasting model.
 During 2018, 3566 sets of environmental
measurements were used for the three input
parameters.
 In addition to the PV power or cell temperature
as the output parameter
Forecasting Model (MFFNN-ALO)
Results and discussion
 The ALO algorithm is relatively recent and was chosen
based on its benchmark performance.
 In terms of optimization, GA is regarded as standard
because of the enormous number of real-world optimization
studies by GA.
 The accuracy of the solution, convergence rate and the time
taken for solving the optimization problem are the factors
that are equally significant to the optimization technique.
Results and discussion
1. The predicting models training:
The process of training and testing were developed using
exact measured data from the photovoltaic module of 4-
kW output in 2018 and 2019, which has:
 Incidence irradiance, ambient temperature, and wind
speed as an inputs
 DC output power/cell temperature as an output.
Each hidden layer's biases were determined via training
with NRMSE as a fitness function.
Results and discussion
1. The predicting models training:
The best training performance of MFFNN-ALO for DC
output power as Network output.
Results and discussion
1. The predicting models training:
 The best training performance of MFFNN-ALO for cell temperature as
Network output.
Results and discussion
2. The DC output power Prediction:
 The MFFNN-ALO model forecasted and measured DC power output.
Results and discussion
2. DC output power Prediction
 The comparison between MFFNN-ALO and other models
presented in [1] for DC power prediction is
 The MFFNN-ALO algorithm has the most prevalent contribution.
 The ALO optimizer has the advantage of minimizing NMSE by
21.7% when compared to GA and by 3% when compared to
MVO.
ANN model Input parameters
DC power output
NRMSE Time
MFFNN-ALO ambient temp., solar
irradiance, and wind
speed
6.08 E-04 3861
MFFNN-MVO 7.11E-04 4269
MFFNN-GA 2.78E-03 6487
Results and discussion
3. The Cell Temperature Prediction:
 The MFFNN-ALO projected values vs. experimental cell temperature.
Results and discussion
2. DC output power Prediction
 The comparison between MFFNN-ALO and other models
presented in [1] for Cell Temperature prediction.
 The MFFNN-ALO algorithm has the most prevalent contribution.
 The ALO optimizer has the advantage of minimizing NMSE by
78% when compared to GA and by 14.5% when compared to
MVO.
 Besides efficient in equality solution MFFNN has the best
computing efficiency.
 The balance between exploitation and exploration.
ANN model Input parameters
Cell temperature
NRMSE Time
MFFNN-ALO ambient temp., solar
irradiance, and wind
speed
5.77 E-03 3127
MFFNN-MVO 5.95E-03 3257
MFFNN-GA 7.37E-03 3229
Conclusions:
 The MFFNNs-ALO proposed method is robust and effective
with high precision and less computational time.
 The proposed MFFNN-ALO model was compared against
MFFNN-MVO, MFFNN-GA, and MFFNN networks.
 For the MFFNN-ALO network, the NRMSE for DC power
predicting compared to 2019 observed data was 6.08.
 For the MFFNN-ALO network, the NRMSE for Temperature
of PV cells predicting compared to 2019 observed data was
5.77 E-03.
Acknowledgement
The authors are grateful to the Saudi Arabian Ministry of
Education's Deputyship for Research and Innovation for
financing this research through project number (IFP2021-077).
References:
1. M. Talaat, T. Said, M. A. Essa, A. J. I. J. o. E. P. Hatata, and E. Systems,
"Integrated MFFNN-MVO approach for PV solar power forecasting
considering thermal effects and environmental conditions," vol. 135, p.
107570, 2022.
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&
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MFFNN_ALO presentation.pptx

  • 1. PV Solar Power Forecasting Based on Hybrid MFFNN-ALO Adel Alblawi1, Taghreed Said2, M. Talaat3,4,*, M.H. Elkholy4, 1Mechanical Engineering Department, College of Engineering, Shaqra University, Ar Riyadh, Saudi Arabia 2Electrical Engineering Department, Higher Technological Institute, 10th of Ramadan City, Egypt 3Electrical Engineering Department, College of Engineering, Shaqra University, Ar Riyadh, Saudi Arabia 4Electrical Power & Machines Department, Faculty of Engineering, Zagazig University, 44519 Zagazig, Egypt. *m_mtalaat@eng.zu.edu.eg
  • 4. The grid management for the uncertain and variable power generation. Introduction
  • 5. Introduction The ANN is preferred over traditional methods in terms of solar energy prediction:  The high ability to learn from previous measurements.  Build accurate relationships between all variables.  Predict what is new in the future.  The main problems of utilizing ANNs alone is the stagnation in a local minimum.
  • 7.  The accuracy of the suggested MFFNNs is assessed using: 𝑁𝑅𝑀𝑆𝐸 = 1 𝑁 . 𝑖=1 𝑁 𝐸𝑖 2 /𝑣𝑎𝑟 𝑃𝐷𝐶 𝐸𝑖 = 𝑃𝐷𝐶 − 𝑃𝑖  The training's objective function (OF): OF= min ( 𝑁𝑅𝑀𝑆𝐸)= min 1 𝑁 . 𝑖=1 𝑁 𝐸𝑖 2 /𝑣𝑎𝑟 𝑃𝐷𝐶  The minimization of the NRMSE problem is subjected to:  Weight limits.  Bias limits. Problem Formulation
  • 8. Forecasting Model 1. Data preparation: For the proposed Neural networks:  Solar radiation, ambient temperature, and wind speed as the inputs to the forecasting model.  During 2018, 3566 sets of environmental measurements were used for the three input parameters.  In addition to the PV power or cell temperature as the output parameter
  • 10. Results and discussion  The ALO algorithm is relatively recent and was chosen based on its benchmark performance.  In terms of optimization, GA is regarded as standard because of the enormous number of real-world optimization studies by GA.  The accuracy of the solution, convergence rate and the time taken for solving the optimization problem are the factors that are equally significant to the optimization technique.
  • 11. Results and discussion 1. The predicting models training: The process of training and testing were developed using exact measured data from the photovoltaic module of 4- kW output in 2018 and 2019, which has:  Incidence irradiance, ambient temperature, and wind speed as an inputs  DC output power/cell temperature as an output. Each hidden layer's biases were determined via training with NRMSE as a fitness function.
  • 12. Results and discussion 1. The predicting models training: The best training performance of MFFNN-ALO for DC output power as Network output.
  • 13. Results and discussion 1. The predicting models training:  The best training performance of MFFNN-ALO for cell temperature as Network output.
  • 14. Results and discussion 2. The DC output power Prediction:  The MFFNN-ALO model forecasted and measured DC power output.
  • 15. Results and discussion 2. DC output power Prediction  The comparison between MFFNN-ALO and other models presented in [1] for DC power prediction is  The MFFNN-ALO algorithm has the most prevalent contribution.  The ALO optimizer has the advantage of minimizing NMSE by 21.7% when compared to GA and by 3% when compared to MVO. ANN model Input parameters DC power output NRMSE Time MFFNN-ALO ambient temp., solar irradiance, and wind speed 6.08 E-04 3861 MFFNN-MVO 7.11E-04 4269 MFFNN-GA 2.78E-03 6487
  • 16. Results and discussion 3. The Cell Temperature Prediction:  The MFFNN-ALO projected values vs. experimental cell temperature.
  • 17. Results and discussion 2. DC output power Prediction  The comparison between MFFNN-ALO and other models presented in [1] for Cell Temperature prediction.  The MFFNN-ALO algorithm has the most prevalent contribution.  The ALO optimizer has the advantage of minimizing NMSE by 78% when compared to GA and by 14.5% when compared to MVO.  Besides efficient in equality solution MFFNN has the best computing efficiency.  The balance between exploitation and exploration. ANN model Input parameters Cell temperature NRMSE Time MFFNN-ALO ambient temp., solar irradiance, and wind speed 5.77 E-03 3127 MFFNN-MVO 5.95E-03 3257 MFFNN-GA 7.37E-03 3229
  • 18. Conclusions:  The MFFNNs-ALO proposed method is robust and effective with high precision and less computational time.  The proposed MFFNN-ALO model was compared against MFFNN-MVO, MFFNN-GA, and MFFNN networks.  For the MFFNN-ALO network, the NRMSE for DC power predicting compared to 2019 observed data was 6.08.  For the MFFNN-ALO network, the NRMSE for Temperature of PV cells predicting compared to 2019 observed data was 5.77 E-03.
  • 19. Acknowledgement The authors are grateful to the Saudi Arabian Ministry of Education's Deputyship for Research and Innovation for financing this research through project number (IFP2021-077).
  • 20. References: 1. M. Talaat, T. Said, M. A. Essa, A. J. I. J. o. E. P. Hatata, and E. Systems, "Integrated MFFNN-MVO approach for PV solar power forecasting considering thermal effects and environmental conditions," vol. 135, p. 107570, 2022.