A novel dynamic structural adaptive multivariable grey model and its application in China's solar energy generation forecasting

Accurately predicting China's solar energy generation is crucial for energy planning and environmental protection. However, the nonlinearity and complexity of the data pose challenges to prediction. This article proposes a dynamic structural adaptive multivariate grey model to overcome these challenges. The model constructs a dynamic nonlinear correction function with an uncertain structure that can adaptively adjust to the data characteristics. Additionally, the Gaussian function is utilized to derive the time response function, overcoming the mechanism defects present in traditional multivariate grey models. The whale optimization algorithm is applied to optimize the background value of the model, improving accuracy. The model is compatible with 14 classical models via parameter changes and has strong compatibility. The results show that the fitting error and test error of the model are 0.23 % and 1.95 % respectively, which is significantly better than the other 11 methods, indicative of strong robustness and accuracy. The forecast indicates that China's solar energy generation will experience a consistent upward trajectory from 2023 to 2030, with an average annual growth rate of 12.11 %. This study significantly contributes to the advancement of the theory of multivariate grey dynamic prediction and provides essential data support for strategic planning within China's solar power industry. • 1.Forecast China's solar energy generation. • 2.Develop a novel dynamic structure adaptive multi-variable grey method. • 3.Construct a dynamic nonlinear correction function with an uncertain structure. • 4.Overcome the mechanism defects of the traditional multivariate grey model. • 5.The model's structure can be simplified into 14 classic grey models.

Authors

Publication Details

Journal
Energy
Published
2024-10-19
DOI
https://doi.org/10.1016/j.energy.2024.133534
Citations
16
Primary Topic
Grey System Theory Applications
Type
article
Field-Weighted Citation Impact
7.85

Funders

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article

A novel dynamic structural adaptive multivariable grey model and its application in China's solar energy generation forecasting

Youyang Ren, Ke Zhou, Lin Xia, Yuhong Wang et al.
16 citations
Energy
Grey System Theory Applications
7.85
article

A novel dynamic structural adaptive multivariable grey model and its application in China's solar energy generation forecasting

Youyang Ren, Ke Zhou, Lin Xia, Yuhong Wang, Yiyang Fu
article en
16 citations

Abstract

Accurately predicting China's solar energy generation is crucial for energy planning and environmental protection. However, the nonlinearity and complexity of the data pose challenges to prediction. This article proposes a dynamic structural adaptive multivariate grey model to overcome these challenges. The model constructs a dynamic nonlinear correction function with an uncertain structure that can adaptively adjust to the data characteristics. Additionally, the Gaussian function is utilized to derive the time response function, overcoming the mechanism defects present in traditional multivariate grey models. The whale optimization algorithm is applied to optimize the background value of the model, improving accuracy. The model is compatible with 14 classical models via parameter changes and has strong compatibility. The results show that the fitting error and test error of the model are 0.23 % and 1.95 % respectively, which is significantly better than the other 11 methods, indicative of strong robustness and accuracy. The forecast indicates that China's solar energy generation will experience a consistent upward trajectory from 2023 to 2030, with an average annual growth rate of 12.11 %. This study significantly contributes to the advancement of the theory of multivariate grey dynamic prediction and provides essential data support for strategic planning within China's solar power industry. • 1.Forecast China's solar energy generation. • 2.Develop a novel dynamic structure adaptive multi-variable grey method. • 3.Construct a dynamic nonlinear correction function with an uncertain structure. • 4.Overcome the mechanism defects of the traditional multivariate grey model. • 5.The model's structure can be simplified into 14 classic grey models.

EnergyVol. 312
National Natural Science Foundation of China, Fundamental Research Funds for the Central Universities
Affordable and clean energy
Openalex Percentile: Top 2%
Grey System Theory Applications
7.85
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A novel dynamic structural adaptive multivariable grey model and its application in China's solar energy generation forecasting — Youyang Ren, Ke Zhou, et al. · Energy (2024) | TGRS Research Map | TGRS