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A new surface parameterization method based on one-step inverse forming for isogeometric analysis-suited geometry

机译:等步分析适合几何的基于一步法逆成形的新曲面参数化方法

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摘要

In an attempt to construct an isogeometric analysis-suited geometry for isogeometric analysis, a new surface parameterization method using the one-step inverse forming (SPIA) is proposed. Initial generation of watertight analysis-suitable geometry (NURBS surfaces) with complex shapes can be a significant bottleneck for isogeometric analysis because computer-aided design models often include ambiguities such as gaps and overlaps. Most of traditional surface parameterization techniques are based on geometric method and limited to finite meshes, while SPIA is a physics-based method using sheet metal forming technique with large elastic-plastic deformation and robust enough and rapid to deal with the finite elements mesh with over 100,000 nodes within 2 min without the necessity to simplify the meshes. Using Coons surface parameterization, global mesh parameterization, and NURBS reconstruction, we can rebuild new computer-aided design models with errors under any tolerance to which isogeometric analysis can be applied. The NURBS surfaces after reconstruction are also used for computer-aided manufacturing.
机译:为了构建适合等几何分析的等几何分析的几何图形,提出了一种采用单步逆成形(SPIA)的新表面参数化方法。最初生成具有复杂形状的不透水分析的几何图形(NURBS曲面)可能是等几何分析的重要瓶颈,因为计算机辅助设计模型通常包含诸如间隙和重叠之类的歧义。大多数传统的表面参数化技术都是基于几何方法并且仅限于有限网格,而SPIA是基于物理的方法,使用钣金成形技术,具有较大的弹塑性变形,并且足够健壮和快速地处理有限元网格。 2分钟内可容纳100,000个节点,而无需简化网格。使用Coons曲面参数化,全局网格参数化和NURBS重建,我们可以重建新的计算机辅助设计模型,该模型在可以应用等几何分析的任何容差下都存在误差。重建后的NURBS曲面也用于计算机辅助制造。

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