2004
DOI: 10.1007/s00348-003-0628-7
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Stereoscopic particle image velocimetry measurements of the flow around a surface-mounted block

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Cited by 44 publications
(14 citation statements)
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“…To obtain it, we use a pinhole camera model (e.g. Calluaud & David 2004) combined with a two-media refraction model (neglecting the contribution of the glass elements of the water prism) based on Maas (1996) and a misalignment correction based on Wieneke (2005). In total, 13 model parameters need to be estimated for each camera using a calibration procedure, including four intrinsic camera parameters (f x , f y , i 0 , j 0 ), six extrinsic camera parameters (α, β, γ , t x , t y , t z ), and three parameters for the refraction model (α g , β g , t zg ).…”
Section: Stereoscopic Piv Calibrationmentioning
confidence: 99%
“…To obtain it, we use a pinhole camera model (e.g. Calluaud & David 2004) combined with a two-media refraction model (neglecting the contribution of the glass elements of the water prism) based on Maas (1996) and a misalignment correction based on Wieneke (2005). In total, 13 model parameters need to be estimated for each camera using a calibration procedure, including four intrinsic camera parameters (f x , f y , i 0 , j 0 ), six extrinsic camera parameters (α, β, γ , t x , t y , t z ), and three parameters for the refraction model (α g , β g , t zg ).…”
Section: Stereoscopic Piv Calibrationmentioning
confidence: 99%
“…Therefore, the calibration of the stereoscopic system is crucial to estimate accurately the three-dimensional shape of the free surface. For 3D measurement, in most applications, the calibration is performed by translating a calibration target at known positions to create a large set of three-dimensionally distributed markers (Tsai 1987;Calluaud and David 2004). From this set of three-dimensional points and given their projections on the images, the camera model can be determined.…”
Section: Calibration Of the Cameras For A Large Field Of View Applicamentioning
confidence: 99%
“…In this work, an alternative approach of the Scheimpflug camera-based stereo-DIC method is provided. The Scheimpflug camera, adopting the Scheimpflug condition by tilting the lens with respect to the image plane, enables extending the measurement range of the stereo-DIC system without zooming the aperture, which has been widely employed in the field of particle image velocimetry (PIV) [15], line structured light [16], and portable 3D laser scanner [17].…”
Section: Introductionmentioning
confidence: 99%