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Integration of Additive Manufacturing Parametric Design and Optimization of Parts Obtained by Fused Deposition Modeling (FDM). A Methodological Approach

机译:积分添加制造参数化设计和通过融合沉积建模(FDM)获得的部件的优化。一种方法论方法

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摘要

The use of current computer tools in both manufacturing and design stages breaks with the traditional conception of productive process, including successive stages of projection, representation, and manufacturing. Designs can be programmed as problems to be solved by using computational tools based on complex algorithms to optimize and produce more effective solutions. Additive manufacturing technologies enhance these possibilities by providing great geometric freedom to the materialization phase. This work presents a design methodology for the optimization of parts produced by additive manufacturing and explores the synergies between additive manufacturing, parametric design, and optimization processes to guide their integration into the proposed methodology. By using Grasshopper, a visual programming application, a continuous data flow for parts optimization is defined. Parametric design tools support the structural optimization of the general geometry, the infill, and the shell structure to obtain lightweight designs. Thus, the final shapes are obtained as a result of the optimization process which starts from basic geometries, not from an initial design. The infill does not correspond to pre-established patterns, and its elements are sized in a non-uniform manner throughout the piece to respond to different local loads. Mass customization and Fused Deposition Modeling (FDM) systems represent contexts of special potential for this methodology.
机译:在制造和设计阶段使用当前计算机工具的使用与传统的生产过程概念突破,包括投影,表示和制造的连续阶段。设计可以通过使用基于复杂算法的计算工具来编程为要解决的问题,以优化和产生更有效的解决方案。添加剂制造技术通过为实现实现阶段提供良好的几何自由来提高这些可能性。这项工作提出了一种设计方法,用于优化添加剂制造生产的部件,并探讨了添加剂制造,参数化设计和优化过程之间的协同作用,以指导其集成到所提出的方法中。通过使用蚱蜢,可视化编程应用程序,定义了零件优化的连续数据流。参数设计工具支持一般几何形状,填充物和壳结构的结构优化,以获得轻量级设计。因此,作为优化过程获得的最终形状,该优化过程从基本几何形状开始,而不是从初始设计。填充物不对应于预先建立的图案,并且其元件在整个部件中以非均匀方式尺寸以响应不同的局部负载。质量定制和融合沉积建模(FDM)系统代表该方法的特殊潜力的背景。

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