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A novel substructure-based topology optimization method for the design of wing structure

机译:一种新的基于子结构的机翼结构设计拓扑优化方法

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The purpose of this paper is to demonstrate a substructure-based method dealing with the optimal material layout of the aircraft wing structure system. In this method, the topology optimization design domain of the aircraft wing is divided into multiple subordinate topological units which are called substructure. The material layout of each subordinate topology design unit is found for maximizing the total stiffness under a prescribed material usage constraint by using the Solid Isotropic Microstructures with Penalization (SIMP) method. Firstly, the proposed method is implemented to find the optimal material layouts of a high aspect-ratio I-beam. Different division ways and material constraints of the substructure have proven important influence on the total stiffness. The design formulation is applied to the optimization of an aircraft wing. Compared with the traditional one, the proposed method can find a reasonable and clearer material layout of the wing, especially material piled up near the fixed end is pushed toward the tip or the middle of the wing. The optimized design indicates the proposed method can enhance the guidance of topology optimization in finding reasonable stiffener layouts of wing structure.
机译:本文的目的是演示一种基于子结构的方法,该方法处理飞机机翼结构系统的最佳材料布局。在这种方法中,飞机机翼的拓扑优化设计域被划分为多个从属拓扑单元,称为子结构。通过使用带有罚分的固体各向同性微观结构(SIMP)方法,找到了每个从属拓扑设计单元的材料布局,以便在规定的材料使用约束下使总刚度最大化。首先,提出的方法被实现以找到高纵横比工字梁的最佳材料布局。事实证明,子结构的不同划分方式和材料约束对总刚度具有重要影响。该设计公式被应用于飞机机翼的优化。与传统方法相比,所提出的方法可以找到机翼合理而清晰的材料布局,尤其是将固定端附近堆积的材料推向机翼的尖端或中部。优化设计表明,所提出的方法可以在寻找机翼结构的合理加劲肋布局时,增强拓扑优化的指导。

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