To address the conflict issues among structural mass, maximum deformation, and equivalent stress in traditional lightweight design of aircraft structures, and to improve optimization efficiency while reducing complexity, a multi-objective genetic algorithm optimization mechanism based on a BP neural network surrogate model was proposed. Additionally, to explore new internal structural layouts for wings, a curved beam rib configuration was adopted. The feasibility of this method was validated using the wing box of a specific aircraft as the research subject. Compared to the original wing box, the optimization mechanism achieved an 8.16% reduction in mass, a 0.42% decrease in structural deformation, and a 12.75% reduction in maximum equivalent stress, significantly enhancing structural performance. The established optimization mechanism can serve as a reference for the lightweight design of aircraft structures.
References
[1]
Xie, X.H. (2020) Research on Lightweight Design of the Main Load-Bearing Structure of a Large Aircraft Landing Gear. Master’s Thesis, Nanjing University of Aeronautics and Astronautics.
[2]
Huang, C.L., Fan, Q.M., Liu, H.J., et al. (2024) Topology Optimization Design of Wing Rib Based on Bi-Directional Evolutionary Structural Optimization Method. JournalofNorthwesternPolytechnicalUniversity, 42, 1005-1010. https://doi.org/10.1051/jnwpu/20244261005
[3]
Hu, J.X., Rui, S., Gao, R.C., et al. (2022) A Hybrid Optimization Method for Aircraft Structural Layout and Sizing. Acta Aeronautica et Astronautica Sinica, 43, 368-378.
[4]
Yang, Y.Z. and Liao, Y.Q. (2023) Structural Optimization Design of UAV Wing Based on Particle Swarm Algorithm. Internal Combustion Engine and Parts, No. 6, 93-96.
[5]
Locatelli, D. (2012) Optimization of Supersonic Aircraft Wing-Box Ueing Curvilinear Sparib-s. Virginia Tech.
[6]
(2013) ANSYS Workbench Advanced Applications in Structural Engineering. China Water & Power Press.
[7]
Sun, Z.R., Huang, Y.H. and Chen, Z.Y. (2021) A Diversity-Based Surrogate-Assisted Evolutionary Algorithm for Multi-Objective Optimization. Journal of Software, 32, 3814-3828.
[8]
He, X.Y., Zhang, J., Qin, T., et al. (2024) An Improved Coot Algorithm Based on Latin Hypercube Sampling. Computer Engineering and Design, 45, 1069-1078.
[9]
Li, M.H. (2016) Application of Artificial Neural Networks Combined with Intelligent Algorithms in Structural Optimization. Master’s Thesis, Guangzhou University.
[10]
Qiu, D.P. (2024) Research and Case Study on the Hidden Layer Structure of BP Neural Networks. Changjiang Information and Communication, 37, 8-10.
[11]
Xing, B.F. and Xu, W. (2023) Load Path Analysis and Multi-Objective Genetic Algorithm Optimization of UAV Wing Beam Joints. Science Technology and Engineering, 23, 10127-10132.
[12]
Yan, J.W., Lu, Z.D. and Zhou, X. (2021) Multi-Objective Optimization of Equipment Operation Parameters in Cold Source Equipment Rooms Based on NSGA-II. Science Technology and Engineering, 21, 2896-2903.