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A Curvature-Based Direct Slicing Algorithm for Precision Additive Manufacturing

机译:一种基于曲率的精密添加剂制造直接切片算法

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Modeling, analysis and construction of a virtual part in digital manufacturing is commonly conducted by employing parametric surfaces. However, in order to slice a geometry for 3D printing, the common practice is to use the triangular tessellation of the exact parametric surfaces. This practice potentially causes inaccuracies in the additive manufacturing processes. The current research is focused on direct slicing of the parametric surfaces to avoid issue of any tessellation error into fabrication. In this work, the slicing parameters of fabrication layers are extracted based on the parameterization of the geometric surface defining the workpiece. The parameterization is proposed by combination of the Milne-Simpson multistep method and a function of curvature. The main goal is to analytically find cross sections of a parametric surface regarding the desired geometrical characteristics. The desired geometrical characteristics can be classified based on area, surface signature and curvature attitudes, and can be directly used for precision Additive Manufacturing. To achieve the desired level of accuracy, the curvature is found to be a suitable characteristic to guide slicing a parametric surface.
机译:数字制造中虚拟部件的建模,分析和构建是通过采用参数曲面进行的。然而,为了切割3D打印的几何形状,常识是使用精确的参数表面的三角形曲面。这种做法可能导致添加剂制造过程中的不准确性。目前的研究专注于直接切割参数曲面,以避免将任何曲面都误差发出到制造中。在这项工作中,基于限定工件的几何表面的参数化提取制造层的切片参数。通过MILNE-SIMPSON MULTISTEP方法和曲率函数的组合提出了参数化。主要目标是分析关于所需几何特征的参数表面的横截面。所需的几何特征可以基于面积,表面签名和曲率态度来分类,并且可以直接用于精密添加剂制造。为了达到所需的精度水平,发现曲率是引导参数表面的引导曲率的合适特性。

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