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International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B5. Istanbul 2004
DTM of small detail with poor texture on the surface.
However the strict conditions of the photogrammetric
measurement has to be preserved.
Fig. 3.2 Three dimensional surface model of the archeological
detail.
The second experiment deals with applying the computer aided
moire fringe analysis for measuring the 3D metric values of the
spinal deformities. The system which had been developed
within the few years research project in the Department of
Photogrammetry, Warsaw University of Technology has been
already commonly implemented for orthopedical diagnosis
(Zawieska, 2000). The object shape information is encoded in
moire fringe, which provides lines on the object. The temporal
phase stepping approach has been used for automatic analysis of
moire patterns. It has been found that the phase measuring
approaches proved advantages over the intensity tracking such
as the reduced sensitivity to the background and contrast
variations in the moire pattern. Within the doctoral thesis
(Zawieska, 2003) the accuracy analysis and examination of the
elements affecting on precision of such measurement were
done. For this purpose the simulated object - dummy (shape of
human back) was designed with the control points located
around and on the object. The 3D surface of the object was
determined twice, using the conventional photogrammetric
method (based on the optical metric photographs and the
analytical compilation with the analytical plotter P3) and with
the use of the projection moire system (fig 3.3).
Fig. 3.3 The projection moire system [Zawieska, 2003]
To enable the measurement of the 3D surface of the object by
the conventional photogrammetric method the object was
premarked with the light projecting points. The photo of the
object with the control points is presented in figure 3.4 and the
visualized digital surface model of the measured object is
shown in fig. 3.5.
Fig.3.5 The DSM ofthe object reconstructed by the
conventional photogrammetric method.
The shape of the object which was reconstructed by the moire
fringe method with the use of the projection moire system is
shown in figure 3.6. The results were corrected with the
systematic errors of the system. The distribution of the
differences in the shape of the object determined by both of the