Full text: Proceedings, XXth congress (Part 1)

  
   
  
   
  
   
   
   
   
   
  
   
  
   
  
  
  
   
   
   
  
   
   
  
  
  
  
   
  
  
   
   
  
   
   
  
   
   
  
  
   
  
  
   
   
   
  
   
  
   
   
   
  
  
  
   
  
  
  
   
  
  
  
   
   
   
  
International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B1. Istanbul 2004 
  
2. TEST AREAS AND GROUND REFERENCE DATA 
The test area chosen by DLR is a region of about 40 x 50 km? in 
the southeastern part of Bavaria. The elevations range from 400 
to 2000 meters in a mostly hilly, post-glacial landscape 
including some lakes and also mountains of the German Alps. 
This selection allows the comparison of DEM for different land 
surface shapes, including forest and steep terrain. 
The ground reference data selected for this test area are the 
following (see also fig.1): 
e Four regions have a grid spacing of 5 meters and an overall 
size of about 5 km x 5 km, derived from airborne laser 
scanning. The height accuracy is better than 0.5 meter. 
e One region (area of Inzell, total: 10 km x 10 km, 25 meter 
spacing) consists partly of laser scanner data (northern 
part). The height accuracy is better than 0.5 meter. 
The southern part of the DEM is derived from contour- 
lines 1:10 000. The height accuracy is about 5 meter due to 
the mountainous area. 
eo A large region (50 km x 30 km) is covered by a coarser 
DEM with 50 meter grid spacing and height accuracy of 
about 2 meters, derived from aerial photogrammetry 
e The exact locations of 81 GCP (fix points) are listed in a 
pdf document. 
Bavaria Nonh HRS t «tho 
DEM-01 
  
  
Figure 1. Location of the test area at the most southeastern 
part of Germany, location of the SPOT-HRS scenes with 
DEM reference sites and ground control points. 
3. PREPROCESSING OF THE ANCILLARY DATA 
The delivered SPOT 5 HRS Level 1A product consists of the 
image data in standard TIF format and the meta data in DIMAP 
format. The following information is extracted for each CCD 
array from the XML ancillary file for further processing: 
e satellite ephemeris data containing position and velocity 
measured by the DORIS system every 30 seconds with 
respect to the ITRF90 (International Terrestrial Reference 
Frame 1990) system during the data take and at least four 
times before and after image data acquisition, 
e corrected attitude data with respect to the local orbital 
coordinate frame measured by gyros and the star tracker 
unit ULS with 8Hz, the data are already corrected for 
different effects (Bouillon et al. 2003) 
e look direction table for the 12000 CCD elements expressed 
within the sensor coordinate frame 
e data used for time synchronization like line sampling 
period and scene center time. 
According to the ,,SPOT Satellite Geometry Handbook* (SPOT 
IMAGE 2002) Lagrange interpolation of the ephemeris data 
and linear interpolation of the attitude data are recommended to 
calculate the exterior orientation for each scan line. After 
transformation to a local topocentric system (LTS) with a 
fundamental point located at the center of the image scene, this 
serves as input for DLR’s processing software. For orthoimage 
production the exterior orientation is expressed in the Earth 
Centered Earth Fixed (ECEF) WGS84 Cartesian frame. 
4. IMAGE MATCHING 
Matching of the two images is performed purely in image space 
with DLR software. Details on this software are described in 
Lehner et al. 1992. It relies on a 7-step image resolution 
pyramid and applies intensity matching in two forms: 
normalized correlation coefficient for pixel accuracy and 
subsequent local least squares matching (LLSQM) for 
refinement to sub-pixel accuracy (for mass points 0.1 to 0.3 
pixel standard deviation). Interest points are generated with the 
Forstner operator and the homologous points are searched for in 
the other image. Only points with high correlation and quality 
figure are selected as tie points for bundle adjustment (see 
chapter 7) and a less stringent criterion is valid for the usage as 
seed points for the subsequent Otto-Chau region growing 
procedure for dense matching (Heipke et al 1996). This local 
least squares matching starts with template matrixes of 13 x 13 
pixels around the seed points with a step of 1 to 3 pixel in each 
direction. For cross checking a backward match is performed 
for all points found. Some details are described in Müller et al. 
2004. 
5. ORTHOIMAGE GENERATION AND ACCURACY 
ANALYSIS 
To get an impression of the absolute and relative accuracy of 
the position and attitude data, and to get an estimation of the 
necessity to improve the ancillary data by bundle adjustment or 
other methods, orthoimages are derived using an already 
available DEM. 
The inputs for the orthoimage production are the interior 
orientation (CCD look angles) the six parameters of the 
exterior orientation for each image line (interpolated from the 
measured sampling points) and the DEM. In the case of Bavaria 
the DEM has been derived by DLR from several ERS 1/2 
Tandem pairs, the accuracy is in the order of 5 to 10 meter in 
flat and hilly terrain and 10 to 50 meter in mountainous terrain 
(Roth et al. 1998). Therefore the more reliable part of the 
orthoimages is found north of the foot of the Alps. 
The principle of the orthoimage production is based on the 
intersection of the actual sensor viewing direction (pointing 
vector) with the DEM applying the rigorous collinearity 
equation. The orthoimage processor calculates the object space 
coordinates of the points within the local topocentric system 
and then transforms them to the desired map projection of the 
output image using geodetic datum transformation parameters 
(Müller et al. 2003). Bilinear resampling to a 10 x 10 m grid has 
been performed. 
After generation of the two orthoimages without any ground 
control information, a check of the accuracy using 20 of the 
ground control points has been performed. For the quality 
assessment the measurements have been carried out in 
bilinearly enlarged orthoimages to achieve sub-pixel accuracy. 
Table 1 shows the deviation in x and y direction for the 
orthoimages in comparison to the control points. 
  
   
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