High-precision lateral distortion measurement and correction in coherence scanning interferometry using an arbitrary surface

光学 校准 失真(音乐) 计量学 干涉测量 连贯性(哲学赌博策略) 纳米计量学 测量不确定度 表面计量学 物理 计算机科学 轮廓仪 表面粗糙度 光电子学 量子力学 放大器 CMOS芯片
作者
Peter Ekberg,Rong Su,Richard Leach
出处
期刊:Optics Express [Optica Publishing Group]
卷期号:25 (16): 18703-18703 被引量:36
标识
DOI:10.1364/oe.25.018703
摘要

Lateral optical distortion is present in most optical imaging systems. In coherence scanning interferometry, distortion may cause field-dependent systematic errors in the measurement of surface topography. These errors become critical when high-precision surfaces, e.g. precision optics, are measured. Current calibration and correction methods for distortion require some form of calibration artefact that has a smooth local surface and a grid of high-precision manufactured features. Moreover, to ensure high accuracy and precision of the absolute and relative locations of the features of these artefacts, requires their positions to be determined using a traceable measuring instrument, e.g. a metrological atomic force microscope. Thus, the manufacturing and calibration processes for calibration artefacts are often expensive and complex. In this paper, we demonstrate for the first time the calibration and correction of optical distortion in a coherence scanning interferometer system by using an arbitrary surface that contains some deviations from flat and has some features (possibly just contamination), such that feature detection is possible. By using image processing and a self-calibration technique, a precision of a few nanometres is achieved for the distortion correction. An inexpensive metal surface, e.g. the surface of a coin, or a scratched and defected mirror, which can be easily found in a laboratory or workshop, may be used. The cost of the distortion correction with nanometre level precision is reduced to almost zero if the absolute scale is not required. Although an absolute scale is still needed to make the calibration traceable, the problem of obtaining the traceability is simplified as only a traceable measure of the distance between two arbitrary points is needed. Thus, the total cost of transferring the traceability may also be reduced significantly using the proposed method.
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