ARTICLE
TITLE

Geometric calibration of cameras applying least-squares method

SUMMARY

To make artificial vision or computer vision possible, it is necessary to solve a series of problems of reasonable complexity. The first problem is the calibration of the cameras which will be used by the artificial vision system. The calibration process requires the, use of well-known patterns with known R3 coordinates, once the basic problem consists of associating a point in R3, tridimensional space, with another point in R2, image plane or plane of camera retina, involving optical, electronic, electronic-numerical and mechanical phenomena that contribute with mistakes to the system. To minimize them it is necessary that the artificial vision system be redundant having more equations than variables. The least-squares method was applied to solve this system. A methodology appropriate to the acquisition of the necessary calibration patterns is also presented.

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