CIOMP OpenIR
Invalid point removal method based on error energy function in fringe projection profilometry
K. F. Zhu; X. He; Y. Gao; R. D. Hao; Z. H. Wei; B. Long; Z. Y. Mu and J. Wang
2022
发表期刊Results in Physics
ISSN2211-3797
卷号41页码:11
摘要Invalid points, such as shadow and background, in the captured fringe patterns of fringe projection profilometry (FPP) are often inevitable due to the limited field of view measurements of three-dimensional (3D) imaging equipment. To ensure the quality of 3D reconstruction data, these invalid points must be identified and removed. FPP captures co-frequency-based fringe pattern sequences and approximately distributes this data along an ideal cosine curve. We propose an invalid points removal method based on an error energy function. By analyzing the relationship between the pixel values of a series of captured co-frequency patterns and an ideal cosine curve, we quantize the error energy by using a Gaussian weighted Euclidean distance. An improved Gaussian filtering method based on modulation intensity is used to significantly increase the error energy difference between the valid points of the target and the invalid points of the shadow/background area. Finally, the points whose error energy is greater than a certain error threshold are removed as invalid points. Experimental results indicate that this method can efficiently remove invalid points in fringe patterns and performs better than existing traditional methods.
DOI10.1016/j.rinp.2022.105904
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收录类别sci
语种英语
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文献类型期刊论文
条目标识符http://ir.ciomp.ac.cn/handle/181722/66771
专题中国科学院长春光学精密机械与物理研究所
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K. F. Zhu,X. He,Y. Gao,et al. Invalid point removal method based on error energy function in fringe projection profilometry[J]. Results in Physics,2022,41:11.
APA K. F. Zhu.,X. He.,Y. Gao.,R. D. Hao.,Z. H. Wei.,...&Z. Y. Mu and J. Wang.(2022).Invalid point removal method based on error energy function in fringe projection profilometry.Results in Physics,41,11.
MLA K. F. Zhu,et al."Invalid point removal method based on error energy function in fringe projection profilometry".Results in Physics 41(2022):11.
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