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Simultaneous design of components layout and supporting structures using coupled shape and topology optimization technique

机译:使用耦合形状和拓扑优化技术同时设计零件布局和支撑结构

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The purpose of this paper was to study the layout design of the components and their supporting structures in a finite packing space. A coupled shape and topology optimization (CSTO) technique is proposed. On one hand, by defining the location and orientation of each component as geometric design variables, shape optimization is carried out to find the optimal layout of these components and a finite-circle method (FCM) is used to avoid the overlap between the components. On the other hand, the material configuration of the supporting structures that interconnect components is optimized simultaneously based on topology optimization method. As the FE mesh discretizing the packing space, i.e., design domain, has to be updated itertively to accommodate the layout variation of involved components, topology design variables, i.e., density variables assigned to density points that are distributed regularly in the entire design domain will be introduced in this paper instead of using traditional pseudo-density variables associated with finite elements as in standard topology optimization procedures. These points will thus dominate the pseudo-densities of the surrounding elements. Besides, in the CSTO, the technique of embedded mesh is used to save the computing time of the remeshing procedure, and design sensitivities are calculated w.r.t both geometric variables and density variables. In this paper, several design problems maximizing structural stiffness are considered subject to the material volume constraint. Reasonable designs of components layout and supporting structures are obtained numerically.
机译:本文的目的是研究有限包装空间中组件及其支撑结构的布局设计。提出了一种形状和拓扑优化耦合技术。一方面,通过将每个组件的位置和方向定义为几何设计变量,可以进行形状优化以找到这些组件的最佳布局,并使用有限圆法(FCM)来避免组件之间的重叠。另一方面,基于拓扑优化方法同时优化互连部件的支撑结构的材料构造。由于FE网格离散化了填充空间(即设计域),必须进行迭代更新以适应相关组件的布局变化,拓扑设计变量(即分配给在整个设计域中规则分布的密度点的密度变量)将在本文中介绍,而不是像在标准拓扑优化程序中那样使用与有限元关联的传统伪密度变量。因此,这些点将主导周围元素的伪密度。此外,在CSTO中,使用嵌入式网格技术可以节省重新网格化程序的计算时间,并且无需几何变量和密度变量即可计算出设计灵敏度。在本文中,考虑了材料体积约束的几个最大化结构刚度的设计问题。通过数值计算得出了合理的零件布局和支撑结构设计。

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