期刊
STRUCTURAL AND MULTIDISCIPLINARY OPTIMIZATION
卷 64, 期 1, 页码 303-320出版社
SPRINGER
DOI: 10.1007/s00158-021-02890-7
关键词
Bistable structure; Composite material; Optimization design; Surrogate model
资金
- National Natural Science Foundation of China [11872080, 11172013]
- Beijing Natural Science Foundation [3192005]
- Beijing Education Committee Development Project [SQKM201610005001]
The research optimized the bistable structure by analyzing mechanical performance and surrogate models, selected optimal design variables, established an optimization model, and developed an improved genetic algorithm to solve the optimal model, ultimately achieving a bistable structure with maximum load-bearing capacity.
A challenge in designing a bistable structure is the need to have low energy input for state change while maximizing the load-carrying capability. Here, we present an optimization framework for a bistable structure such that the maximum load-bearing ability can be achieved based on the investigation on mechanical performance and surrogate models. Firstly, an analytical expression of radius for the second state of the bistable structure is derived and verified by numerical simulation using a two-point loading method. Then, the transforming process of a bistable structure is analyzed by the force-displacement curve, and the transformed load is identified as an indicator measuring the load-bearing capacity. Secondly, the influence of changing parameters, including length, ply angle, thickness, and radius of the bistable shell structure on the transformed load is carried out systematically to choose optimal design variables. Thirdly, the optimal model is established, targeting the transformed load with the constraint of coupling stress in the second stable state. Model selection is conducted to determine the surrogate model that maps design variables into objective and constraint functions. And then, the improved genetic algorithm is developed to solve the optimal model, and optimal results are analyzed and discussed. Ultimately, we achieve an optimal bistable structure with the maximum load-bearing capacity while satisfying constraint, which is validated by numerical simulation. These computational and optimal strategies can provide design ideas for new structural optimization design.
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