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Tool path compensation strategies for single point incremental sheet forming using multivariate adaptive regression splines

机译:基于多元自适应回归样条的单点增量板成形刀具路径补偿策略

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摘要

Single point incremental sheet forming is an emerging sheet metal prototyping process that can produce parts without requiring dedicated tooling per part geometry. One of the major issues with the process concerns the achievable accuracy of parts, which depends on the type of features present in the part and their interactions with one another. In this study, the authors propose a solution to improve the accuracy by using Multivariate Adaptive Regression Splines (MARS) as an error prediction tool to generate continuous error response surfaces for individual features and feature combinations. Two feature types, viz.: planar and ruled, and two feature interactions, viz.: combinations of planar features and combinations of ruled features are studied in detail, with parameters and algorithms to generate response surfaces presented. Validation studies on the generated response surfaces show average deviations of less than 0.3 mm. The predicted response surfaces are then used to generate compensated tool paths by systematically translating the individual vertices in a triangulated surface model of the part available in STL file format orthogonal to the surface of the CAD model, and using the translated model to generate the optimized tool paths. These tool paths bring down the accuracy for most test cases to less than 0.4 mm of average absolute deviations. By further combining the MARS compensated surfaces with a rib offset strategy, the accuracy of planar features is improved significantly with average absolute deviations of less than 0.25 mm.
机译:单点增量板形成是一种新出现的金属板原型工艺,可以生产部件而不需要每个部件几何的专用工具。该过程的一个主要问题涉及零件的可实现准确性,这取决于部分中存在的特征类型及其彼此的相互作用。在本研究中,作者提出了一种解决方案来通过使用多变量自适应回归样条(MARS)作为误差预测工具来提高准确性,以为各个特征和特征组合生成连续误差响应曲面。两个特征类型,viz:平面和统治,以及两个特征交互,viz:平面特征的组合和统治特征的组合,参数和算法生成响应曲面。对产生的响应表面的验证研究显示小于0.3mm的平均偏差。然后使用预测的响应表面来通过系统地将各个顶点在标准到CAD模型的表面上的STL文件格式的部分中的三角形表面模型中进行系统平移,并使用翻译模型来生成优化工具来生成补偿刀具路径路径。这些刀具路径为大多数测试用例降低到少于0.4 mm的平均绝对偏差。通过进一步将火星补偿表面与肋偏移策略相结合,平面特征的精度显着提高,平均绝对偏差小于0.25mm。

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