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首页> 外文期刊>Computational Mechanics: Solids, Fluids, Fracture Transport Phenomena and Variational Methods >A generalized Bayesian regularization network approach on characterization of geometric defects in lattice structures for topology optimization in preliminary design of 3D printing
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A generalized Bayesian regularization network approach on characterization of geometric defects in lattice structures for topology optimization in preliminary design of 3D printing

机译:广义贝叶斯正则化网络方法在3D打印初步设计中表征晶格结构几何缺陷的拓扑优化

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摘要

In this work, we developed a Generalized Bayesian Regularization Network (GBRN) approach that can quantitatively identify the defect shapes and locations by mapping the distorted lattice structure to its original designed configuration, making registration between manufactured parts with defects and the perfect design models in the preliminary design stage of 3D printing.. On the one hand, it shows the proposed GBRN method has quantitatively comparable accuracy to the Coherent Point Drift (CPD) method in 2D boundary points registration problems. On the other hand, we have shown that the proposed GBRN method can find the possible geometric defects in the 3D printed lattice structure model and identify inherent defect-prone lattice structure parameters with obvious advantages over those two-dimensional point registration methods, i.e., coherent point drift (CPD) method, in registration of interior points of 3D lattice structures.
机译:在这项工作中,我们开发了一种广义贝叶斯正则化网络(GBRN)方法,该方法可以通过将扭曲的晶格结构映射到其原始设计配置来定量识别缺陷形状和位置,从而在3D打印的初步设计阶段在有缺陷的制造零件和完美设计模型之间进行配准。一方面,在二维边界点配准问题中,所提出的GBRN方法在定量上与相干点漂移(CPD)方法具有相当的精度。另一方面,研究表明,所提出的GBRN方法能够发现3D打印晶格结构模型中可能存在的几何缺陷,并识别出固有的易缺陷晶格结构参数,在三维晶格结构内部点配准方面具有明显的优势。

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