An Advanced Multi-Objective Ant Lion Algorithm for Reservoir Flood Control Optimal Operation

• Published in: Water (Basel) Vol. 16; no. 6; p. 852
• Main Authors: Ning, Yawei, Ren, Minglei, Guo, Shuai, Liang, Guohua, He, Bin, Liu, Xiaoyang, Tang, Rong
• Format: Journal Article
• Language: English
• Published: Basel MDPI AG 01-03-2024
• Subjects: Algorithms; Analysis; Archives & records; Dynamic programming; Flood control; Genetic algorithms; Heuristic; Linear programming; Management science; Mathematical optimization; multi-objective optimization; Optimization algorithms; Optimization techniques; pareto solution set; Problem solving; reservoir operation; Reservoirs; Walking; China
• ISSN: 2073-4441; 2073-4441
• DOI: 10.3390/w16060852

Multi-objective reservoir operation of reservoir flood control involves numerous factors and complex model solving, and exploring effective methods for solving the operation models has always been a hot topic in reservoir optimization operation research. The Multi-Objective Ant Lion Algorithm (MOALO) is an emerging heuristic intelligent optimization algorithm, but it has not yet been applied in reservoir optimization operation. Testing the effectiveness of this method on multi-objective reservoir scheduling and further improving the optimization performance of this method is of great significance for enhancing the overall benefits of reservoir operation. In this study, MOALO is applied to the optimal scheduling of reservoir flood control. To increase the search efficiency of MOLAO, the advanced MOALO method (AMOLAO) is proposed by reconstructing the search distribution in MOALO using a power function. Taking the Songshu Reservoir and Dongfeng Reservoir in the Fuzhou River Basin in Dalian City as an example, MOALO, AMOLAO, and other two traditional methods are applied for solving the multi-objective reservoir operation problem. Results show that the AMOALO method has high search efficiency, strong optimization ability, and good stability. AMOALO performs better than MOALO and the two traditional methods. The study provides an efficient method for solving the problems in multi-objective reservoir operation.