信息技术背景下珠宝首饰绿色概念的整合与设计

IF 3.1 Q1 Mathematics
Yunqin Zhu, Chao Wang
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引用次数: 0

摘要

摘要本文首先从珠宝材料、造型、制作工艺三个方面将绿色理念融入珠宝设计中,对信息技术背景下符合绿色理念的珠宝3D打印技术进行论证,并对其工艺流程进行分析。然后,基于PCA方法和空间格点云数据,对首饰进行三维正态估计,通过三角网格模型对首饰进行三维重建和空腔修复,并以STL格式完整输出首饰模型,并进行STL快速切片。最后,通过数值模拟实验分析了三维建模、切片效率和珠宝设计的影响。结果表明,在首饰三维建模中,x方向误差的标准差σ =0.16um,期望μ = - 0.007um, y方向误差的标准差σ =0.08um,期望μ =0.003um, z方向误差的标准差σ =0.28um,期望μ = - 0.001um,变化范围为(- 0.028,0.028)。与传统的切片算法相比,本文对珠宝的切片效率提高了(0.26,0.45),当生产数量在500件以上时,在成本方面传统的生产方法更具优势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Integration and Design of Green Concept in Jewelry under the Background of Information Technology
Abstract This paper first integrates the green concept into jewelry design from three aspects of jewelry materials, modeling and production process, and demonstrates the jewelry 3D printing technology in line with the green concept in the context of information technology and analyzes its technical process. Then, based on the PCA method and the point cloud data of space lattice, the three-dimensional normal estimation of jewelry is carried out, the three-dimensional reconstruction and cavity repair of jewelry is carried out through the triangular mesh model, and the complete output of the jewelry model in STL format is carried out, and the STL fast slicing is carried out. Finally, the effects of 3D modeling, slicing efficiency, and jewelry design are analyzed through numerical simulation experiments. The results show that the standard deviation of the error in the x-direction σ =0.16um, expectation μ =−0.007um, the standard deviation of the error in the y-direction σ =0.08um, expectation μ =0.003um, and the standard deviation of the error in the z-direction σ =0.28um, expectation μ =−0.001um, with a variation range of (−0.028, 0.028), in the three-dimensional modeling of jewelry. Compared with the traditional slicing algorithm, this paper’s slicing efficiency of jewelry is improved by (0.26, 0.45), when the production quantity is more than 500 pieces, in terms of the cost of the traditional production method is more advantageous.
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来源期刊
Applied Mathematics and Nonlinear Sciences
Applied Mathematics and Nonlinear Sciences Engineering-Engineering (miscellaneous)
CiteScore
2.90
自引率
25.80%
发文量
203
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