A bidirectional curve network based sampling method for enhancing the performance in measuring ultra-precision freeform surfaces

► Traditional raster sampling method needs massive points for fully representing the measured ultraprecision freeform surface. ► A bidirectional curve network based sampling (BCNBS) method is developed to enhance the sampling efficiency. ► Two sets of curves are sampled along two different direction...

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Veröffentlicht in:Precision engineering 2013-04, Vol.37 (2), p.345-352
Hauptverfasser: Ren, M.J., Cheung, C.F., Kong, L.B.
Format: Artikel
Sprache:eng
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Zusammenfassung:► Traditional raster sampling method needs massive points for fully representing the measured ultraprecision freeform surface. ► A bidirectional curve network based sampling (BCNBS) method is developed to enhance the sampling efficiency. ► Two sets of curves are sampled along two different directions to form a network to represent the measured surface. ► Experimental results demonstrate the superior sampling efficiency of the BCNBS method over raster sampling method. Measuring ultra-precision freeform surfaces with sub-micrometer form accuracy usually requires high density and intensive sampling in order to fully characterize the surface geometry and reduce the measurement uncertainty. However, this usually imposes many challenges such as insufficient sampling or long measurement time. In this paper, a bidirectional curve network based sampling (BCNBS) method is presented for enhancing the performance in measuring ultra-precision freeform surfaces. The BCNBS method is based on scanning two sets of curves on the measured surface in two different directions to form a curve network which is used to construct a substitute surface to represent the measured surface. A series of experiments has been conducted to verify the accuracy and efficiency of proposed sampling method and the results are compared with the conventional one directional raster sampling method. It is interesting to note that the sampling plan produced by the BCNBS method has significant improvement in terms of the efficiency in data sampling and the accuracy in surface geometry representation.
ISSN:0141-6359
1873-2372
DOI:10.1016/j.precisioneng.2012.10.003