98%
921
2 minutes
20
Microscopic fringe projection profilometry (MFPP) has become an essential technique for precisely inspecting intricate microscale industrial parts, where Scheimpflug multi-view imaging is commonly used to extend the depth of field (DOF). However, lens distortion significantly reduces measurement accuracy, creating a major challenge for seamlessly fusing data from different views. In this Letter, we introduce a non-iterative distortion correction method for Scheimpflug multi-view MFPP that directly remaps camera and projector pixels using pre-calibrated parameters. The undistorted position for unidirectional fringes is calculated by intersecting undistorted camera sight lines with a sub-pixel-interpolated DMD grid, thereby eliminating the need for pattern reloading or iterative optimization. Experiments with a dual Scheimpflug camera MFPP system show that the proposed approach decreases the root-mean-square error (RMSE) of 3D measurements for planes and standard spheres by 43.5% and 21.1%, respectively. Additionally, reconstructing a complex aircraft model demonstrates the method's ability for seamless multi-view fusion, providing a computationally efficient and accurate solution for micro-scale 3D metrology.
Download full-text PDF |
Source |
---|---|
http://dx.doi.org/10.1364/OL.568062 | DOI Listing |
Microscopic fringe projection profilometry (MFPP) has become an essential technique for precisely inspecting intricate microscale industrial parts, where Scheimpflug multi-view imaging is commonly used to extend the depth of field (DOF). However, lens distortion significantly reduces measurement accuracy, creating a major challenge for seamlessly fusing data from different views. In this Letter, we introduce a non-iterative distortion correction method for Scheimpflug multi-view MFPP that directly remaps camera and projector pixels using pre-calibrated parameters.
View Article and Find Full Text PDFOpt Lett
February 2024
Multi-view microscopic fringe projection systems, which use high-resolution telecentric lenses and the Scheimpflug condition, face challenges in coinciding focal planes accurately, resulting in inconsistent measurements between views. In this Letter, we developed a sharpness evaluation function based on the total power of the line-spread function, which was subsequently used to generate a full-field sharpness distribution map. Then we employed the correlation between the sharpness map and orientation of the focal plane to precisely coincide the focal planes.
View Article and Find Full Text PDFFringe projection 3D microcopy (FP-3DM) plays an increasingly important role in micro manufacturing and measurement. In recent decades, research on FP-3DM has made considerable progress. Nevertheless, some disadvantages arising from the limited depth of field, local specular reflection and occlusion still exist and need to be further addressed.
View Article and Find Full Text PDF