Study on the analytical verification method of geometric error models

计算机科学 应用数学 数学
作者
Jixiao Liu,Qingrong Chen,Jian Wang,Si Sun,Xi Zhang,Jialin Du,Jixin Jiang,Zongwei Tian,Songhao Yu,Wei Yan
出处
期刊:Physica Scripta [IOP Publishing]
卷期号:99 (12): 125208-125208
标识
DOI:10.1088/1402-4896/ad8702
摘要

Abstract Geometric error compensation is a widely used and effective approach for enhancing the accuracy of Coordinate Measuring Machines (CMMs) and Computer Numerical Control (CNC) machines. The research in this field primarily focuses on the challenging task of developing geometric error modelling techniques. Currently, there are several well-established methods for modelling geometric errors. However, there is scarce availability of methods that can validate the established geometric error models. Therefore, this article proposes an analytical validation method for geometric error models based on the error transformation equation. The principle of the method is elaborately explained, and its correctness is verified through specific model verification example. The method proposed in this article enables rapid and accurate model correction and iteration, effectively reducing the economic and time costs of model validation in the current geometric error compensation process. Therefore, the method provides guidance for standardising the modelling process and could be widely applied to various structural forms of measurement and machining systems.

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