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Автор M Baba
Автор D Narita
Автор K Ohtani
Дата выпуска 2002-11-01
dc.description This paper describes a 360<sup>°</sup> shape measurement system for objects with various reflectance properties. To date, ordinary laser rangefinding techniques have rarely been used to measure objects having specular reflectance. The ordinary rangefinder is also difficult to apply to objects having hybrid reflectance, i.e. those whose reflectance properties lie between Lambertian and specular. We previously proposed a rangefinder that can be applied to specular objects. The concept of that rangefinder involved the use of a light-stripe projected at a constant incident angle upon the image sensor through the use of shield masks. We propose here a new rangefinder which improves on the previous rangefinder. The main improvements are the placement of a field stop using multiple slits, automatically controlled scanning of the light source, and an automatic gain control for the image sensor. As a result, the new rangefinder allows the automatic measurement of the 360<sup>°</sup> shapes of objects exhibiting both hybrid reflectance and non-uniform reflectance. We constructed a prototype automatic 360<sup>°</sup> shape measurement system which utilizes the proposed rangefinder. The experimental results demonstrate that the system can measure the shapes of hybrid objects with almost the same level of accuracy as it can those of Lambertian objects and specular objects. The proposed rangefinder is especially valuable for industrial purposes, since it assures consistent accuracy and high reliability even for objects with unknown reflectance properties.
Формат application.pdf
Издатель Institute of Physics Publishing
Название 360° shape measurement system for objects having from Lambertian to specular reflectance properties utilizing a novel rangefinder
Тип paper
DOI 10.1088/1464-4258/4/6/372
Electronic ISSN 1741-3567
Print ISSN 1464-4258
Журнал Journal of Optics A: Pure and Applied Optics
Том 4
Первая страница S295
Последняя страница S303
Выпуск 6

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