4.5 Article

An Improved Bald Eagle Search Algorithm with Cauchy Mutation and Adaptive Weight Factor for Engineering Optimization

Journal

CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES
Volume 136, Issue 2, Pages 1603-1642

Publisher

TECH SCIENCE PRESS
DOI: 10.32604/cmes.2023.026231

Keywords

Bald eagle search algorithm; cauchy mutation; adaptive weight factor; CEC2017 benchmark functions; engineering optimization problems

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The improved Bald Eagle algorithm (CABES) enhances the performance of the Bald Eagle Search algorithm (BES) by integrating Cauchy mutation and adaptive optimization. CABES adjusts the step size in the selection stage to select a better search range, and updates the search position formula with an adaptive weight factor to further improve the local optimization capability of BES. Experimental results demonstrate that CABES exhibits good exploration and exploitation abilities, making it effective and efficient in practical engineering problems.
The Bald Eagle Search algorithm (BES) is an emerging meta-heuristic algorithm. The algorithm simulates the hunting behavior of eagles, and obtains an optimal solution through three stages, namely selection stage, search stage and swooping stage. However, BES tends to drop-in local optimization and the maximum value of search space needs to be improved. To fill this research gap, we propose an improved bald eagle algorithm (CABES) that integrates Cauchy mutation and adaptive optimization to improve the performance of BES from local optima. Firstly, CABES introduces the Cauchy mutation strategy to adjust the step size of the selection stage, to select a better search range. Secondly, in the search stage, CABES updates the search position update formula by an adaptive weight factor to further promote the local optimization capability of BES. To verify the performance of CABES, the benchmark function of CEC2017 is used to simulate the algorithm. The findings of the tests are compared to those of the Particle Swarm Optimization algorithm (PSO), Whale Optimization Algorithm (WOA) and Archimedes Algorithm (AOA). The experimental results show that CABES can provide good exploration and development capabilities, and it has strong competitiveness in testing algorithms. Finally, CABES is applied to four constrained engineering problems and a groundwater engineering model, which further verifies the effectiveness and efficiency of CABES in practical engineering problems.

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