Simultaneous Topology And Composite Lay-Up Optimization

R. Bohrer, I. Kim
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引用次数: 1

Abstract

—With the advances in manufacturing and design methods, engineers have been constantly pushed to improve mechanical components performance by minimizing part weight, maximize stiffness and optimize material usage. Tools such as topology optimization has been widely used to support the development of new components. While the optimization process for metallic components is well stablished, composite materials optimization still possess challenges to designers, especially due to the plies stacking sequence definition. The recent advances in 3D printed composite additive manufacturing have brought a new alternative to the composite manufacturing adding geometric freedom and challenges on the definition of the optimum material layout and lay-up. Thus, this paper expands upon existing mathematical methods by providing an algorithm to simultaneously minimizing the material distribution and the laminate stacking sequence of composite plates. Lamination parameters are used as design variables to optimize the laminate stacking sequence avoiding local optimum solutions and reducing the number of designable variables. Once the optimum topology and set of lamination parameters are defined, angle retrieval is performed to define the optimum plies orientation. Two problem examples are solved to illustrate the applicability of this approach.
同时拓扑和复合布局优化
-随着制造和设计方法的进步,工程师们一直在努力通过最小化零件重量、最大化刚度和优化材料使用来提高机械部件的性能。诸如拓扑优化之类的工具已被广泛用于支持新组件的开发。虽然金属部件的优化过程已经很完善,但复合材料的优化仍然给设计人员带来了挑战,特别是由于层的堆叠顺序的定义。3D打印复合材料增材制造的最新进展为复合材料制造带来了新的选择,增加了几何自由度,并对最佳材料布局和铺设的定义提出了挑战。因此,本文对现有的数学方法进行了扩展,提出了一种同时最小化材料分布和复合材料板层叠顺序的算法。层叠参数作为优化层叠顺序的设计变量,避免了局部最优解,减少了可设计变量的数量。一旦确定了最佳拓扑结构和层压参数集,就可以进行角度检索以确定最佳层压方向。通过两个实例说明了该方法的适用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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