Article ID Journal Published Year Pages File Type
734956 Optics and Lasers in Engineering 2017 7 Pages PDF
Abstract

•The normalized translation vector is obtained from the fundamental matrix.•The actual translation vector is acquired from scale-invariant registration.•Experiments have been conducted to verify the effectiveness of proposed method.

The accuracy of structured light measurement depends on delicate offline calibration. However, in some practical applications, the system is supposed to be reconfigured so frequently to track the target that an online calibration is required. To this end, this paper proposes a rapid and autonomous self-recalibration method. For the proposed method, first, the rotation matrix and the normalized translation vector are attained from the fundamental matrix; second, the scale factor is acquired based on scale-invariant registration such that the actual translation vector is obtained. Experiments have been conducted to verify the effectiveness of our proposed method and the results indicate a high degree of accuracy.

Related Topics
Physical Sciences and Engineering Engineering Electrical and Electronic Engineering
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