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Solving robot path planning problem by adaptively adjusted Harris hawk optimization algorithm
Lin HUANG, Qiang FU, Nan TONG
Journal of Computer Applications    2023, 43 (12): 3840-3847.   DOI: 10.11772/j.issn.1001-9081.2022121847
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Aiming at the problem that the heuristic algorithms have unstable path lengths and are easy to fall into local minimum in the process of robot path planning, an Adaptively Adjusted Harris Hawk Optimization (AAHHO) algorithm was proposed. Firstly, the convergence factor adjustment strategy was used to adjust the balance between the global search stage and the local search stage, and the natural constant was used as the base to improve the search efficiency and convergence accuracy. Then, in the global search phase, the elite cooperation guided search strategy was adopted, by three elite Harris hawks cooperatively guiding other individuals to update the positions, so that the search performance was enhanced, and the information exchange among the populations was enhanced through the three optimal positions. Finally, by simulating the intraspecific competition strategy, the ability of the Harris hawks to jump out of the local optimum was improved. The comparative experimental results of function testing and robot path planning show that the proposed algorithm is superior to comparison algorithms such as IHHO(Improve Harris Hawk Optimization) and CHHO(Chaotic Harris Hawk Optimization), in both function testing and path planning, and it has better effectiveness, feasibility and stability in robot path planning.

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