Abstract
Optical three-dimensional (3-D) geometry measurements are state of the art when it comes to contactless quality control and maintenance of the shape of technical components that exclude tactile measurements due to filigree or internal structures. Optical inspection methods are also characterized by a fast and high-resolution 3-D inspection of complex geometries. And due to their noncontact principle, they can carry out measurements in places that would otherwise not be accessible due to harsh environmental conditions or specimens such as hot forged parts. However, there are currently no methods to estimate the reconstruction quality for the optical 3-D geometry measurements of hot objects. The mainly used geometric measurement standards cannot be used for the characterization of hot measurements since the calibrated geometrical values are not transferable to high temperatures. For the development of such a metric, we present the fundamentals of the concepts and algorithms for an estimation of the reconstruction quality are presented and evaluated using a two-dimensional simulation model. The generated findings were applied to the 3-D geometry measurement of a hot object in a laboratory environment. The results are compared with general state-of-the-art reconstruction quality metrics.
Highlights
We introduced a suitable metric to estimate the reconstruction accuracy of an optical three-dimensional (3-D) measurement system used under the influence of a refractive index gradient
The results for the 2-D simulation model and the 3-D fringe projection system are shown
The expectations for the measurement results are based on the experience of this research group in regards to the geometry measurement of hot objects
Summary
We introduced a suitable metric to estimate the reconstruction accuracy of an optical three-dimensional (3-D) measurement system used under the influence of a refractive index gradient. Such conditions may be caused by the heat transfer from a hot measurement object into the ambient air, which leads to a deflection of the measurement light from its assumed linear path. This light deflection effect is an additional source of uncertainty when measuring the 3-D geometry of a hot-state object.
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