双稳态可展开结构的尺寸、形状和拓扑耦合优化

L.I.W. Arnouts, T. Massart, N. D. Temmerman, P. Berke
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引用次数: 1

摘要

由铰链连接的梁组成的双稳态剪刀式结构是可运输的,可以从紧凑型结构转换为展开型结构。几何不兼容性可以在转换过程中引入,以获得双稳态结构响应,从而在部署状态下增强一些瞬时结构稳定性。双稳态剪式结构的设计需要评估非线性转换行为和使用状态,因为适当的结构设计必须在部署状态下提供刚度,并在转换期间提供灵活性。这些相互矛盾的要求之前在Arnouts等人[1]中被表述为多目标形状和尺寸优化(SSO)。这一贡献的独创性在于阐述了一种将新型拓扑优化(TO)与SSO相结合的设计方法,并展示了其在双稳态可展开墙设计中的性能。在这一新步骤中,通过找到BDM的位置,以低计算成本优化了结构的双稳态可部署模块(BDM)的数量,产生了由BDM和非双稳态模块(NBDM)组成的混合结构,其重量和复杂性低于完全由BDM构建的结构。在SSO步骤之前或之后,在设计方法中纳入并评估TO。结果表明,由新的耦合TO-SSO方法产生的结合BDM和NBDM的混合结构优于纯基于BDM的结构。
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Coupled Sizing, Shape and Topology Optimisation of Bistable Deployable Structures
Bistable scissor structures, consisting of beams connected by hinges, are transportable and can be transformed from a compact to a deployed configuration. Geometric incompatibilities can be introduced during transformation to obtain a bistable structural response which enforces some instantaneous structural stability in the deployed state. The design of bistable scissor structures requires assessing both the non-linear transformation behaviour, as well as the service state, since a proper structural design has to provide stiffness in the deployed state as well as flexibility during transformation. These contradicting requirements were formulated previously in Arnouts et al. [1] as a multi-objective shape and sizing optimisation (SSO). The originality of this contribution is the elaboration of a design methodology coupling a novel topology optimisation (TO) to SSO and demonstrating its performance for the design of a bistable deployable wall. In this novel step, the number of bistable deployable modules (BDM) of the structure is optimised at low computational cost by finding the location of BDM, yielding mixed structures composed of BDM and non-bistable modules (NBDM) of lower weight and complexity than structures entirely built from BDM. TO is incorporated and assessed in the design methodology prior or subsequent to the SSO step. It is shown that the mixed structures combining BDM and NBDM resulting from the new coupled TO-SSO approach outperform pure BDM based structures.
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来源期刊
CiteScore
1.40
自引率
0.00%
发文量
17
期刊介绍: The Association publishes an international journal, the Journal of the IASS, four times yearly, in print (ISSN 1028-365X) and on-line (ISSN 1996-9015). The months of publication are March, June, September and December. Occasional extra electronic-only issues are included in the on-line version. From this page you can access one or more issues -- a sample issue if you are not logged into the members-only portion of the site, or the current issue and several back issues if you are logged in as a member. For any issue that you can view, you can download articles as .pdf files.
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