2019
DOI: 10.1117/1.oe.58.6.064107
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Calibration of quad-camera measurement systems using a one-dimensional calibration object for three-dimensional point reconstruction

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Cited by 4 publications
(1 citation statement)
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“…The conversion matrix T camB camA between the two camera coordinate systems and the conversion matrix T camA align between the camera A coordinate system and the alignment coordinate system can be obtained by prior calibration. By using the coordinates of the cooperation targets 1, 2 in the reference frame O − XY Z and their corresponding image plane coordinates, the rotation matrix R 1 and translation matrix t 1 from the reference frame to the alignment frame can be determined based on (5) and (6). From t 1 = (t x1 , t y1 , t z1 ) T , R 1 = R and t = −R 1 t 1 , the translation matrix t = (t x , t y , t z ) T from the upper alignment coordinate system to the bottom reference coordinate system can be obtained; subsequently, the horizontal alignment deviations t x and t y between the upper and lower parts can be determined.…”
Section: Model Of Position Measurementmentioning
confidence: 99%
“…The conversion matrix T camB camA between the two camera coordinate systems and the conversion matrix T camA align between the camera A coordinate system and the alignment coordinate system can be obtained by prior calibration. By using the coordinates of the cooperation targets 1, 2 in the reference frame O − XY Z and their corresponding image plane coordinates, the rotation matrix R 1 and translation matrix t 1 from the reference frame to the alignment frame can be determined based on (5) and (6). From t 1 = (t x1 , t y1 , t z1 ) T , R 1 = R and t = −R 1 t 1 , the translation matrix t = (t x , t y , t z ) T from the upper alignment coordinate system to the bottom reference coordinate system can be obtained; subsequently, the horizontal alignment deviations t x and t y between the upper and lower parts can be determined.…”
Section: Model Of Position Measurementmentioning
confidence: 99%