Morph & Slerp:混凝土3D打印的形状描述

S. Bhooshan, T. Mele, P. Block
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引用次数: 8

摘要

通过机器人3D打印混凝土来保证物理生产的形状合成,需要关注研究。这是硬件的快速发展所必需的,商业上的可用性和对混凝土印刷的兴趣。此外,由于缺乏易于实现和使用的形状设计工具,这种需求被放大了。它们一起提供了所提议工作的背景。几何图形“可打印”的一个必要特征是,材料沉积的每一个连续层应该逐渐变化,这样它就与前一层有足够的重叠(打印路径的空间相干性)。Bhooshan等人(2018)介绍了这些方面的计算处理,包括使用时间演变的标量场来表示要设计的形状-所谓的函数表示(FRep)。本文通过(a)通过将形状分解为形状插值(Morph)和仿射插值(Slerp)的组合来充分参数化混凝土3D打印的形状描述,以及(b)用产生平滑,空间连贯结果的方案替换导致物理上有问题的线性交叉衰落插值方案。一个易于实现的软件应用程序已经原型化。它将形状描述与引导启发式相结合,以相对容易地设计拓扑复杂,物理上合理的形状。这种耦合大大减少了生产可打印形状所需的工作量和专业知识,同时也为设计师提供了直观的视觉反馈。这在当前的背景下特别有用,因为打印过程中层稳定性的计算机模拟正在积极发展,本质上是实验性的,计算成本仍然很高。然而,所提出的方法并不能自动保证可打印的输出。尽管如此,形状描述和输出可以很容易地用作进一步优化以保证打印就绪的良好候选者。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Morph & Slerp: Shape description for 3D printing of concrete
Synthesis of shapes that are guaranteed to be physically produced by Robotic 3D printing of concrete, needs research attention. This is necessitated by the rapid development of the hardware, commercial availability of and interest in concrete printing. Further the need is amplified by the lack of easy-to-implement-and-use shape-design tools. Together, they provide the context of the proposed work. A necessary feature for geometries to be ‘printable’ is that each consecutive layer onto which material is deposited should change gradually such that it has sufficient overlap with the preceding layer (spatial coherence of print paths). The computational handling of these aspects have been introduced by Bhooshan et al. (2018) including the use of a time evolving scalar-field to represent the shape to be designed – the so-called Function Representation (FRep). This paper significantly extends the previous work by (a) fully parametrising the shape description for 3D printing of concrete by decomposing the shape as a combination of shape interpolation (Morph) and affine interpolation (Slerp), and (b) replacing the linear, cross-fading interpolation scheme resulting in physically problematic artefacts with a scheme that produces smooth, spatially coherent outcomes. An easy-to-implement software application has been prototyped. It couples the shape description with a guiding heuristic to design topologically complex, physically plausible shapes with relative ease. The coupling significantly reduces the effort and expertise needed to produce shapes that are printable whilst also providing intuitive, visual feedback to designers. This is particularly useful in the current context where computer simulation of the stability of the layers during printing is actively being developed, experimental in nature and still computationally expensive. The presented approach does not, however, automatically guarantee printable outputs. The shape description and outputs may, nonetheless, be readily used as good candidates for further optimisation to guarantee print readiness.
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