基于kd树的接触搜索非刚性变分仿真

Roham Sadeghi Tabar, B. Lindau, L. Lindkvist, Kristina Wärmefjord, R. Söderberg
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引用次数: 0

摘要

几何变化是机械装配中美学和功能问题的原因之一。为了预测刚性和非刚性零件组合的几何变化,引入了统计变化仿真。对于非刚性零件,在装配过程中会发生弯曲和变形。在非刚性变分仿真中,采用接触建模的方法来避免相邻区域内构件的虚拟侵彻。接触建模将非线性行为强加给MIC方法进行变分仿真,从而增加了问题的复杂性和仿真时间。传统上采用迭代节点搜索来识别和定义计算接触节点。然而,迭代搜索是费时的,特别是在大规模模型中,因为搜索空间随着装配中包含的节点数量的增加而增加。为了实现更快的接触搜索,实现了一种使用kd树和最近邻搜索(NN)的数据结构方法,并将其集成到计算机辅助容差工具中,与迭代逐点搜索相比,增强了搜索功能并缩短了搜索时间。将该方法应用于三个不同尺寸的参考集合,并与迭代节点搜索法比较了识别出的接触节点和所需的搜索时间。结果表明,k树结构和最近邻搜索比迭代节点搜索快96%。该方法提高了搜索性能,同时所识别的接触点与迭代搜索所识别的接触点相似。该方法有效地实现了大型模型的接触搜索,减少了非刚性变分仿真所需的建模时间。
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Contact Search Using a Kd-Tree for Non-Rigid Variation Simulation
Geometric variation is one of the causes of aesthetic and functional issues in mechanical assemblies. To predict the geometric variation in assemblies of rigid and non-rigid parts, statistical variation simulation is introduced. For non-rigid parts, bending and deformation occur during the assembly process. In non-rigid variation simulation, contact modeling is utilized to avoid the virtual penetration of the components in the adjacent areas. Contact modeling imposes non-linear behavior to the MIC approach for variation simulation, and thereby the problem complexity and simulation time increase. Traditionally, iterative node search is used to identify and define the computational contact nodes. However, iterative search is time-demanding, specifically in large-scale models, as the search space increases by the number of nodes included in the assembly. To allow for faster contact search, a data structuring method using Kd-trees and nearest neighbor search (NN) is implemented and integrated into a computer aided tolerancing tool, enhancing the search functionality and reducing the search time compared to iterative one-by-one node search. The method is applied to three reference assemblies of different size, and the identified contact nodes and the time needed to perform the search is compared to an iterative node search. The results show that the K-tree structure and nearest neighbor search perform considerably, 96%, faster than the iterative node search. The method increases the search performance, while the identified contact points are similar to the ones identified by an iterative search. The approach efficiently enables the contact search of large models and reduces the modeling time required for non-rigid variation simulation.
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