The International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences. Voi. XXXVII. Part BI. Beijing 2008
One should note that the presented strip adjustment procedure
mainly aims at improving the alignment between the strips and
this does not necessarily mean improving the alignment of the
adjusted strips relative to the ground coordinate system. In other
words, one of the strips is chosen to be as a reference strip and
the remaining strips are aligned relative to that strip, which is
not bias free.
5. CONCLUSIONS
The direct acquisition of a high density and accurate 3D point
cloud has made LiDAR systems the preferred technology for
the generation of topographic data to satisfy the needs of
several applications (e.g., digital surface model creation, digital
terrain model generation, orthophoto production, 3D city
modeling, and forest mapping). The non-transparent and
sometimes empirical calibration procedures, however, might
lead to consistent discrepancies between conjugate surface
elements in overlapping strips. This paper presented a
procedure to improve the compatibility among overlapping
strips. First, the impact of systematic errors in the bore-sighting
parameters on the derived point cloud was investigated. Then, a
semi-automated approach for the extraction and matching of
conjugate linear features in overlapping strips was introduced.
The extracted linear features are represented by a set of non
conjugate points. The established transformation function and
the matched primitives were used to estimate the necessary
transformation parameters for the best co-alignment of the
LiDAR strips. The non-correspondence of the selected points
along the linear features is compensated for by artificially
expanding their variance-covariance matrices along the line
direction. Other than the co-alignment of overlapping strips, the
developed procedure can be used to infer the presence of
systematic errors in the data acquisition system. For an
accurately calibrated LiDAR system, no shifts and rotations are
needed to improve the compatibility of overlapping strips.
Deviations from zero shifts and rotation can be used for the
quality control the LiDAR system and derived data.
The performance of the proposed procedure was evaluated
using real dataset. The experimental results revealed that the
strip adjustment would improve the strips’ compatibility and as
a consequence the further processing of the data such as
filtering and segmentation. In conclusion, one should note that
the best way to improve the compatibility among overlapping
strips is by implementing a rigorous calibration procedure.
Future research will focus on relating the detected discrepancies
between overlapping strips to the system biases. Moreover, we
will be using the estimated transformation parameters to
remove the bias effect from the point cloud.
REFERENCES
Baltsavias, E., 1999. Airborne laser scanning: existing systems
and firms and other resources, ISPRS Journal of
Photogrammetry and Remote Sensing, 54 (2-3), pp. 164-198.
Bretar F., M. Pierrot-Deseilligny, and M. Roux, 2004. Solving
the Strip Adjustment Problem of 3D Airborne Lidar Data.
Proceedings of the IEEE IGARSS’04, 20-24 September,
Anchorage, Alaska.
Crombaghs, M., E. De Min, and R. Bruegelmann, 2000. On the
Adjustment of Overlapping Strips of Laser Altimeter Height
Data. International Archives of Photogrammetry and Remote
Sensing, 33(B3/1), pp. 230-237.
El-Sheimy, N., C. Valeo, and A. Habib, 2005. Digital Terrain
Modeling: Acquisition, Manipulation And Applications,
Artech House Remote Sensing Library, 257 p.
Filin, S., 2003. Recovery of systematic biases in laser altimetry
data using natural surfaces. Photogrammetric Engineering
and Remote Sensing, 69(11), pp. 1235-1242.
Huising, E. J., and L. M. G. Pereira, 1998. Errors and Accuracy
Estimates of Laser Data Acquired by various Laser Scanning
Systems for Topographic Applications, ISPRS J. of
Photogrammetry and Remote Sensing, 53(5), pp. 245-261.
Kilian, J., N. Haala, and M. Englich (1996). Capture and
evaluation of airborne laser scanner data. International
Archives of Photogrammetry and Remote Sensing, 31 (B3), pp.
383-388.
Kim C., Habib A., Mrstik P., 2007. New Approach for Planar
Patch Segmentation using Airborne Laser Data. Proceedings
of the ASPRS 2007, Tampa, Florida.
Maas, H. G., 2000. Least-Squares Matching with Airborne
Laserscanning Data in a TIN Structure. International
Archives of Photogrammetry and Remote Sensing, 33(B3/1),
pp. 548-555.
Pfeifer, N., S. O. Elberink, and S. Filin (2005). Automatic Tie
Elements Detection for Laser Scanner Strip Adjustment.
International Archives of Photogrammetry and Remote
Sensing, 36(3AV3), pp. 1682-1750.
Schenk, T., 2001. Modeling and Analyzing Systematic Errors in
Airborne Laser Scanners, Technical Report in
Photogrammetry No. 19, Ohio Sate University.
Vaughn, C. R., J. L. Bufton, W. B. Krabill, and D. L. Rabine
(1996). Georeferencing of Airborne Laser Altimeter
Measurements, International Journal of Remote Sensing,
17(11), pp. 2185-2200.
Vosselman, G., 2004. “Strip Offset Estimation Using Linear
Features”,http://www.itc.nl/personal/vosselman/papers/vossel
man2002.columbus.pdf (accessed 15 Nov. 2007).
ACKNOWLEDGEMENT
We would like to thank the GEOIDE (GEOmatics for Informed
DEcisions) Network of Centers of Excellence of Canada for
their partial financial support of this research (SII#43). The
authors are also indebted to the LACTEC - Institute of
Technology for the Development - for providing the LIDAR
data and the valuable feedback.
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