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Tolerancing and Verification of Additive Manufactured Lattice with Supplemental Surfaces

机译:具有附加表面的附加制造晶格的公差和验证

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Additive manufacturing (AM) has enabled the production of complex geometries such as conformal lattices, topology optimized shapes, and organic structures. These complex geometric shapes must sometimes meet functional requirements, including (1) following specific curves or surfaces and (2) being bounded by specific surfaces. Mechanisms such as Theoretical Supplemental Surfaces (TSS) have been proposed for tolerancing of such geometric shapes, though challenges remain with inspection and validation requirements. A Theoretical Supplemental Geometry (TSG, including curves – TSC, surfaces – TSS and volumes – TSV) concept is introduced. To address these measurement and verification challenges, Derived Supplemental Surfaces (DSS) are introduced. The verification of a TSS specification using 3D scanning and DSS is demonstrated on a lattice surface using Chebyshev and Least Squares fitting.
机译:增材制造(AM)使得能够生产复杂的几何形状,例如共形晶格,拓扑优化的形状和有机结构。这些复杂的几何形状有时必须满足功能要求,包括(1)遵循特定的曲线或曲面,以及(2)受特定曲面限制。已经提出了诸如理论补充表面(TSS)之类的机制来容忍这种几何形状,尽管检查和验证要求仍然存在挑战。引入了理论补充几何(TSG,包括曲线– TSC,曲面– TSS和体积– TSV)概念。为了应对这些测量和验证挑战,引入了衍生补充表面(DSS)。使用Chebyshev和最小二乘拟合在晶格表面上演示了使用3D扫描和DSS对TSS规范进行的验证。

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