Full text: XVIIth ISPRS Congress (Part B4)

  
geometric distortions. In order to remedy this problem, an 
iterative geometric correction module has been implemented 
in CARIS that allows the operator to interactively improve 
the map/image coregistration in a combined display without 
having to select GCPs. The operator incrementally 
translates, scales and rotates the vector graphics to match 
corresponding features in the map and in the raster-image 
backdrop. The graphics is redrawn after each adjustment 
step. Although the different adjustment parameters are 
introduced sequentially, their effects are accumulated to 
provide a complete affine (6 parameter) transformation. 
Once the desired registration has been obtained, the operator 
can edit the map or extract new information from the image 
by digitization in the display. (The mouse and standard 
CARIS commands are used for these functions.) An inverse 
transformation of all new points assures proper registration 
with the original digital map base. This operation is now an 
integral part of the CARIS Primary Graphics module. 
3.2 Off-line Georeferencing 
The batch processing version of the map-to-image 
registration package in CARIS has three modules. 
PERSMAPS transforms points in a map or ground 
coordinate system into an image coordinate system. 
ORTHMAPS reverses the transformation performed by 
PERSMAPS. RECTMAPS can be used for either map to 
image or image to map transformation. 
PERSMAPS and ORTHMAPS are designed for digitized 
aerial photographs. The collinearity equation is the 
transformation function. Both programs presuppose that the 
camera parameters (coordinates of the exposure station and 
the angular orientation of the optical axis of the camera) are 
known. This information can be obtained by space 
resection, may be available from previous photogrammetric 
operations or is provided by an inertial navigation system. A 
digital elevation model (DEM) is needed to obtain a rigorous 
solution. Failing this, the transformation is based on an 
average terrain height. 
RECTMAPS is designed for non-photographic images such 
as Landsat, SPOT, MEIS, SAR imagery. DEM is not 
required. Affine, two-dimensional polynomial up to 5th 
order and projective transformations may be selected, as well 
as surface fitting with spline functions. 
4. CONCLUSIONS 
In a fully integrated raster-image/vector-graphics processing 
facility, the coregistration of image and map files may also 
be accomplished through a map-to-image transformation. 
This option is especially attractive when an image is only 
used for cartographic editing, map revision or transferring 
visually interpreted information into a map file. An inverse 
transformation assures that the new information is properly 
georeferenced. This approach avoids the potentially 
undesirable side effects of resampling on the radiometric 
characteristic of the image data and significantly reduces the 
computational load. This scheme has been successfully 
implemented and tested in the CARIS GIS. 
ACKNOWLEDGEMENT 
The development work reported in this paper has been 
funded under the Canada/New Brunswick Subsidiary 
Agreement on Industrial Innovation. The collaboration 
provided by Universal Systems Ltd. is also gratefully 
acknowledged. 
REFERENCES 
Derenyi, E. (1991). “Design and Development of a 
Heterogeneous GIS.” CISM Journal ACGC, Vol. 45, No. 
4. 
Derenyi, E. and R.K. Saleh (1989). "Effect of Resampling 
on the Geometric and Radiometric Fidelity of Digital 
Images." Proceedings of IGARSS'89 Symposium, 
Vancouver, B.C., July 10-14, Vol. 2, pp. 620-623. 
  
  
  
  
  
  
  
  
  
  
  
  
Table 1: Training statistics before and after resampling. 
Field Water 
o Res. Mean o Mean o 
0 -- 151.4 53 8.1 1.5 
9 NN 151.4 5.4 8.1 1.5 
: BC 151.2 6.9 7:5 2.1 
35 NN 151.5 5.5 8.2 1.5 
BC 150.8 8.0 7.4 1.9 
& — rotation angle, © = standard deviation 
NN - nearest neighbour, BC - bicubic 
Table 2: Pixel counts after maximum likelihood classification. 
o Res. Field Water 
0° we 1532 4110 
9 NN 1540 4116 
: BC 1876 5020 
35 NN 1562 4108 
BC 2302 5082 
  
  
  
  
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