1997
DOI: 10.1016/s0924-2716(97)00005-1
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Digital camera self-calibration

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Cited by 476 publications
(328 citation statements)
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“…The pinhole model has been enhanced by adding various terms for radial, tangential, and other distortions. The most widely established models are described for example in [63,64,149,152,451]. The usual model for combining radial and decentering distortion (one type of tangential distortion) is:…”
Section: Classical Modelsmentioning
confidence: 99%
See 1 more Smart Citation
“…The pinhole model has been enhanced by adding various terms for radial, tangential, and other distortions. The most widely established models are described for example in [63,64,149,152,451]. The usual model for combining radial and decentering distortion (one type of tangential distortion) is:…”
Section: Classical Modelsmentioning
confidence: 99%
“…Other models exist that consider them as distinct and/or include additional distortion terms, see e.g., [149,215].…”
Section: Classical Modelsmentioning
confidence: 99%
“…Self-calibration have been used in order to calibrate the camera (Fraser, 1997, Fraser andStamatopoulos, 2014) Furthermore, metric tape measurements have been used in order to properly scale the obtained 3D model to obtain metric reconstructions. Fig.…”
Section: Methodsmentioning
confidence: 99%
“…Several calibration models have been theorized for photogrammetric purposes, but sensor calibration and orientation are usually done via a perspective geometrical model by means of the bundle adjustment (Brown, 1971). The mathematical model is provided by the non-linear collinearity equations, usually extended by additional parameters (Fraser, 1997), and needs approximate values of unknowns and an iterative strategy to obtain the coordinates of the points and their precision parameter estimation (Gruen & Huang, 2003). The growing employment of low cost sensors for the generation of 3D models through a SfM approach and the possibility to perform a self-calibration of the cameras underlined the need to investigate a more robust method for the self-calibration of these sensors (Calantropio, et al, 2017).…”
Section: Internal and Relative Orientation (Tapas)mentioning
confidence: 99%
“…With the interest of verifying how the choice of a different calibration model affects the relative orientation and the object reconstruction, two calibration models have been chosen; the Brown (Brown, 1971) and the Fraser (Fraser, 1997). The first test that has been performed is the analysis of the tiepoints residual; the generation of a coloured 3D model, with a colour related to the residuals of each tie-points allow to evaluate the part of the model with a good geometry.…”
Section: Computation Of Models' Reliabilitymentioning
confidence: 99%