Zeeshan Qaiser, Kunlin Yang, Rui Chen, Shane Johnson
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引用次数: 0
摘要
大批量生产高几何可变性表面,特别是在定制医疗或人体工学系统中,必然会显示出在尺寸、形状和空间分布上存在巨大差异的区域。这些高变化要求导致制造系统的可扩展性低、生产能力低、复杂性高以及维护和运营成本高。制造模具需要在保持低复杂性的同时,物理上模拟变化较大的正常形状。针对定制足部矫形器(CFO)对高变化能力的模具要求,提出了一种采用可重构模具(SMART)的表面模具。所提出的变异性增强 KBE(VEN)解决方案整合了使用统计形状建模(SSM)的变异性知识库、参数化有限元(FE)模型的开发、逐步优化设计和机器学习(ML)控制。经实验验证的 SMART 系统有限元模型(RMSE < 0.5mm)用于设计优化和 ML 控制算法的数据集生成。制造出的 SMART 系统分别在低变化区域和高变化区域采用离散粗调和细调尺寸/形状。SMART 系统的实验验证证实,整个群体的精度范围为 0.3-0.5mm(RMSE),与基准相比提高了 84%。这种 VEN SMART 方法可以改善各种高变化自由曲面应用中的制造。
Variability-enhanced knowledge-based engineering (VEN) for reconfigurable molds
Mass production of high geometric variability surfaces, particularly in customized medical or ergonomic systems inherently display regions characterized by large variations in size, shape, and the spatial distribution. These high variability requirements result in low scalability, low production capacity, high complexity, and high maintenance and operational costs of manufacturing systems. Manufacturing molds need to physically emulate normal shapes with large variation while maintaining low complexity. A surface mold actuated with reconfigurable tooling (SMART) is proposed for molds with high variability capacity requirements for Custom Foot Orthoses (CFOs). The proposed Variability Enhanced-KBE (VEN) solution integrates a knowledge base of variations using statistical shape modeling (SSM), development of a parametric finite element (FE) model, a stepwise design optimization, and Machine Learning (ML) control. The experimentally validated FE model of the SMART system (RMSE < 0.5mm) is used for design optimization and dataset generation for the ML control algorithm. The fabricated SMART system employs discrete coarse and fine size/shape adjustment in low and high variation areas respectively. The SMART system’s experimental validation confirms an accuracy range of 0.3-0.5mm (RMSE) across the population, showing a 84% improvement over the benchmark. This VEN SMART approach may improve manufacturing in various high variability freeform surface applications.
期刊介绍:
The Journal of Nonlinear Engineering aims to be a platform for sharing original research results in theoretical, experimental, practical, and applied nonlinear phenomena within engineering. It serves as a forum to exchange ideas and applications of nonlinear problems across various engineering disciplines. Articles are considered for publication if they explore nonlinearities in engineering systems, offering realistic mathematical modeling, utilizing nonlinearity for new designs, stabilizing systems, understanding system behavior through nonlinearity, optimizing systems based on nonlinear interactions, and developing algorithms to harness and leverage nonlinear elements.