Research on Optimal Water Level of Great Lakes Based on Multi-Objective Optimization Model and Pid Control Algorithm

This study addresses the problem of water level management in the Great Lakes of the United States and Canada by integrating the needs of multiple stakeholders and proposing a combination of a multi-objective optimization model and a PID control algorithm. The PID parameters are optimized by interpolation, hierarchical analysis and genetic algorithm to determine the optimal water level and achieve precise regulation. The 2017 Lake Ontario data is used as an example to verify the effectiveness of the algorithm, analyze the effect of precipitation on water level and evaluate the sensitivity of the algorithm. Linear regression and Pearson's correlation coefficient are utilized to explore the performance of the algorithm under rainy conditions, providing a feasible reference for water level management in the Great Lakes.

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Published
2024-12-29
DOI
https://doi.org/10.1109/icirdc65564.2024.00112
Primary Topic
Hydrology and Watershed Management Studies
Type
article
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article

Research on Optimal Water Level of Great Lakes Based on Multi-Objective Optimization Model and Pid Control Algorithm

Yuxin Pan, Yang Zheng
Hydrology and Watershed Management Studies
article

Research on Optimal Water Level of Great Lakes Based on Multi-Objective Optimization Model and Pid Control Algorithm

Yuxin Pan, Yang Zheng
article en

Abstract

This study addresses the problem of water level management in the Great Lakes of the United States and Canada by integrating the needs of multiple stakeholders and proposing a combination of a multi-objective optimization model and a PID control algorithm. The PID parameters are optimized by interpolation, hierarchical analysis and genetic algorithm to determine the optimal water level and achieve precise regulation. The 2017 Lake Ontario data is used as an example to verify the effectiveness of the algorithm, analyze the effect of precipitation on water level and evaluate the sensitivity of the algorithm. Linear regression and Pearson's correlation coefficient are utilized to explore the performance of the algorithm under rainy conditions, providing a feasible reference for water level management in the Great Lakes.

Jinan University (CN)
Openalex Percentile: Top 71%
Hydrology and Watershed Management Studies
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