Hi all,
for detailed info on deformation of photogrammetric model, please see:
Kraus, K. : Photogammetry: Geometry from Images and Laser Scans, Band 1, chapter 4.3.6.2., "Deformation of the photogrammetric model", pp 215 ff.
Citation from Page 216:
" It should be clearly mentioned, that these deformations are superimposed on the surface of the model. It is, as if the height reference plane, the xy-plane, of a model free of errors in relative orientation is distorted into an inclined plane, a cylinder, paraboloid and so on."
Please see also Chapter 4.3.4, pp 205 ff for influence of relative orientation and effects such as critical / dangerous cylinder or circle.
I conclude from this, that relative orientation of camera stations against each other does play the keyrole.
In classical stereo-photogrammetry we use metric cameras - their inner orientation is measured and known, which is a precondition for an exact determination of the relative orientation. The relative orientation is further determined by the MEASUREMENT of at least six homologous points - the Gruber points - in the overlapping area of the images, which equals the area of the stereoscopic model.
When we are working with images from non-metric cameras and Agisoft PS, we neither know the exact camera intrinsics, nor do we measure the tiepoints. PS calculates/estimates this for us based on automatically determined image tiepoint candidates, which are not free of errors. PS tries to minimize errors by sophisticated algorithms, but to minimize does not mean to eliminate.
So we should not be too disappointed when PS-results are not as exact as results of much more expensive and time-consuming classical photogrammetry. But we should also not make the mistake to tell our potential clients that we can achieve the same results with our kind of equipment.
Cheers