2016
DOI: 10.1016/j.optlaseng.2016.04.003
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Fast 3D shape measurement using Fourier transform profilometry without phase unwrapping

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Cited by 45 publications
(9 citation statements)
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“…However, the projected texture is never decoded, hence all such methods are not true SL methods. Approaches that both project and decode a SL pattern are also plenty: a fringe SL pattern is used in [24]- [28], Gray code in [29], and line patterns in [30], [31]. More specifically: in [24]- [26] a stereo-pair is used to directly unwrap a single wrapped phase; in [27], [28], [31] a decoded SL pattern is used to drive the stereo-matching algorithm; in [29] the projected Gray code is used to directly establish the correspondences between the two cameras of a stereo-pair; and in [30] a stereo-pair is used to determine line order and drive SL decoding.…”
Section: Introductionmentioning
confidence: 99%
“…However, the projected texture is never decoded, hence all such methods are not true SL methods. Approaches that both project and decode a SL pattern are also plenty: a fringe SL pattern is used in [24]- [28], Gray code in [29], and line patterns in [30], [31]. More specifically: in [24]- [26] a stereo-pair is used to directly unwrap a single wrapped phase; in [27], [28], [31] a decoded SL pattern is used to drive the stereo-matching algorithm; in [29] the projected Gray code is used to directly establish the correspondences between the two cameras of a stereo-pair; and in [30] a stereo-pair is used to determine line order and drive SL decoding.…”
Section: Introductionmentioning
confidence: 99%
“…17 With sets of training and testing diffusers, the phase information encoded through controlled speckle patterns can be leveraged to predict the outputs from previously unseen diffusers. 18 The non-exhaustive list of important applications include profilometry, 19 imaging through smoke, 20 and LIDAR that leverages multiple point cloud and time-of-flight information. 21 Additional examples of "nonlinear reservoir learning" are presented in, 22 which employs caustic patterns for original object reconstruction.…”
Section: Introductionmentioning
confidence: 99%
“…In addition, some techniques have also been proposed to enhance the performance of Fourier transform profilometry. For example, a grating π phase shifting technique can enlarge the measurable slope of height variation significantly [14]; the principal component analysis is used to extract the phase of the carrier from the first dominant component [15]; the binocular stereo vision and two image pairs, original image pairs and fringe image pairs, is used to restructure 3D shape and a coarse disparity map is employed to calculate the phase distribution [16].…”
Section: Introductionmentioning
confidence: 99%