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The International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences. Vol. XXXVII. Part B5. Beijing 2008
As can be seen from the experimental results of aerial
triangulation, when compared with the 0.05m GSD, height
precision of about 0.4 and 0.6 GSD can be achieved by 75% and
50% side overlap non-metric image sequences respectively.
Bundle adjustment with additional parameters can significantly
improve the height precision. The achieved height precision is
significantly higher than traditional aerial triangulation, and
consists with the theoretical analysis in section 3.4.
4.3 Digital products generation
Once aerial triangulation is finished, DSM can be generated by
dense image matching and forward intersection. Firstly, feature
points are extracted every 11 by 11 pixels in each image. Then
conjugate image points are found by multi-image matching
algorithms under constraints of the matched image points for
aerial triangulation and known camera parameters. Finally,
corresponding ground coordinates of all conjugate points are
obtained by multi-image forward intersection (Zhang, 2005a).
These ground points can be used to generate Delaunay triangles,
which is the common data structure to represent 3D terrain
information.
DOM can be obtained by ortho rectification from image
sequences with known camera parameters and the above
obtained DSM. Note that mosaic lines of ortho image should
not go through objects above the ground such as buildings.
Color and illumination are inevitably different among images
especially images of different strips acquired by digital cameras.
So the generated ortho image has to be further processed by
dodging or other color adjustment techniques. Figure 9 shows
the generated ortho image after color adjustment. The precision
of DOM can be checked by known ground features such as
GCPs. Coordinates of GCPs can be interactively measured from
ortho image and then compared with the world coordinates
measured by total station. Precision of the generated ortho
image is about 0.045m, i.e. comparable with GSD, as compared
with the world coordinates.
Figure 9. DOM of the test area generated by image sequences
DLG is another type of digital photogrammetric productions.
The aerial triangulated image sequences are also used to
interactively produce DLG with commercial Digital
Photogrammetric Workstation (DPW) VirtuoZo. Figure 10
shows the stereoscopically measured outlines of buildings from
all images in the test area. Coordinates of GCPs are also
measured by stereo environment and then compared with world
coordinates. Both planar and height precision are better than
0.05m, which means that the proposed approaches and the
image sequences acquired by the low altitude remote sensing
system are qualified for the precision requirements of 1:500
scale mapping.
5. CONCLUSIONS
The principles and technologies of photogrammetric processing
of low altitude aerial images acquired by unmanned airship are
discussed in this paper. The advantage of low altitude image
sequences is that forward and side overlaps are both higher than
that of traditional photogrammetry. Furthermore, geometric
model of low altitude image sequences is also stronger. So the
precision and reliability of aerial triangulation are higher since
there are more redundant observations.
The proposed image matching approach can automatically find
conjugate points from image pairs with different overlaps and
large rotation angles. High order correction polynomials used in
aerial triangulation can significantly improve the height
precision. First results of image matching and aerial
triangulation are very satisfying. Precision of ortho image and
DLG also qualifies for the criteria of 1:500 scale mapping.
Experimental results show that the proposed approaches and the
developed low altitude remote sensing system are promising in
large scale digital photogrammetry and precise 3D
reconstruction areas.
Generating 3D models of buildings and other objects with low
altitude image sequences will be the work in the near future.
Introducing Global Positioning System (GPS) to measure
coordinates of exposure points and thus decrease the number of
required GCPs also need to be performed.
ACKNOWLEDGEMENT
This work is supported by National Natural Science Foundation
of China with project number 406711-57 and 40620130438,
Program for New Century Excellent Talents in University with
project number NCET-07-0645, Hi-Tech Research and
Development Program of China with project number
2006AA12Z136 and National Key Technology Research and
Development Program with project number 2006BAJ09B01.
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