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Integrated Methodology for Designing Structures coming from Additive Layer Manufacturing

机译:用于设计来自添加剂层制造的结构的综合方法

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The potential of Additive Layer Manufacturing (ALM) is high, with a whole new set of manufacture parts with unseen complexity being offered. However, the process has limitations such as minimum member sizes or overhang constraints, which should be taken into account in the design. Therefore, the combination of Topology Optimization (TO) with ALM can be seen as an advantageous one. Nevertheless, the connection between TO and ALM represents a non-trivial step that requires a robust methodology. In this sense, a proposal towards an integrated robust methodology is shown and demonstrated in the present paper. The TO step is available and accounts for minimum member size (Heaviside projection) and/or overhang constraint (layer-wise simplified fabrication model). The algorithm uses a regular cubic approach with precomputed stiffness matrices for efficient assembling and solving, where the mentioned transition between TO and ALM is also available via Laplacian smoothing. The source code is available on GitHub in the Trimesh module, as all the other auxiliary tools, namely geometry import and export capabilities, visualization capabilities and interactive boundary conditions selection. Finally, a 3D case-study is shown as a way to illustrate the potential of the prosed integrated process.
机译:添加剂层制造(ALM)的潜力高,具有全新的制造部件,提供了看不见的复杂性。但是,该过程具有限制,例如最小成员尺寸或突出限制,这应该在设计中考虑。因此,拓扑优化(至)与ALM的组合可以被视为有利的。然而,到和ALM之间的连接代表了需要稳健的方法的非平凡步骤。从这个意义上讲,在本文中示出和证明了朝向综合鲁棒方法的提议。可获得待步骤并考虑最小成员尺寸(沉重的投影)和/或悬垂约束(层面简化的制造模型)。该算法使用规则的立方方法,具有预先计算的刚度矩阵,用于高效组装和解决,其中通过Laplacian平滑也可获得与A和ALM之间的提到的过渡。源代码在TrimeSh模块中的GitHub上可用,作为所有其他辅助工具,即几何导入和导出功能,可视化功能和交互式边界条件选择。最后,将3D案例研究显示为说明备注综合过程的潜力的方法。

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