Full text: XVIIIth Congress (Part B7)

  
vegetation. This non-patch typically meets the criteria 
for a matrix, because it covers most of the area and 
constitutes a single area. Moreover the omnipresence of 
the herbal vegetation determines the conditions for the 
germination and growth of shrubs and as such controls 
landscape development. Obviously, the patches are 
best represented by objects, while the continuous 
character of the matrix should be modelled as a field. 
  
  
  
  
  
  
  
  
  
  
  
  
  
  
  
  
object boundary resolution 
Fig. 2. The concept of fields in objects. One of the three 
different object types (left) retains its field character 
(right). 
In the previous section it appeared that the modelling 
of fields in objects is a two step process. in the first 
phase the discrete terrain features are represented by 
objects (fig. 2left). In the second phase the objects 
covering continuous terrain features have to recover 
their field character. This can be achieved through the 
definition of a field within the object (fig. 2right). 
Obviously, internally homogeneous objects remain 
discrete. Because of the construction process, where a 
field is created within a heterogeneous object, the 
concept is called ‘fields in objects’. Indeed this concept 
enables the modeller to represent the notion of objects 
located in a field, like the distribution of solitary shrubs 
over a continuously varying herbaceous vegetation. 
In the next sections we will elucidate the 
construction of fields and objects with digital 
photogrammetry. 
3 IMAGE PROCESSING AND INTERPRETATION 
3.1 Production of digital orthophoto mosaics 
A typical list of processing steps in the transformation of 
analogue photographs to digital orthophoto mosaics is 
scanning, radiometric correction, geometric correction 
and mosaicing. It is no problem to obtain pixel sizes and 
positional accuracies better than 1 metre. The 
radiometric correction is discussed in more detail. 
Density variations in a photograph are not 
solely related to variations in terrain conditions. Factors 
influencing the density variation having nothing to do 
with the actual terrain characteristics are termed 
extraneous effects (Lillesand and Kiefer, 1987), 
Extraneous effects are of two general types: geometric 
and atmospheric. The magnitude of geometric factors 
varies structurally over the image while atmospheric 
effects are constant throughout the image. Obviously, 
these effects prevent false colour photographs from an 
accurate quantitative interpretation. 
Clevers and Van Stokkom (1992) present a 
method to undo false colour photographs from all 
extraneous effects in order to derive reflectance factors, 
However, the method requires some information on 
camera and film characteristics and reference 
measurements in the field, which are usually not 
available. For classification purposes relative differences 
in density, which can be attributed to differences in the 
terrain, suffice. The latter is achieved by only removing 
geometric deviations in density. Lilesand and Kiefer 
(1987) enumerate some important geometric effects 
influencing film density: 
- light fall-off caused by a geometricaily based 
decrease in illumination at the film plane with 
increasing distance from the centre of the 
photograph. 
- differential scattering by the atmosphere. 
- non-lambertian reflection by natural objects. 
- differential shading caused by relief in the 
vegetation cover, especially shrubs and trees. 
Contrarily to the first two effects which are indifferent to 
terrain cover, the latter two factors are dependent on 
the terrain surface characteristics, e.g. the deviations are 
higher for woody vegetation than herbaceous 
vegetation. We applied a two dimensional second order 
polynomial function to correct for these deviations. The 
parameters are obtained by regressing the function 
through an extensively sample set obtained in 
herbaceous vegetation. 
3.2 Crisp and fuzzy image classification 
Radiometrically corrected orthophotos are ready for 
digital image interpretation. A straight way of 
interpreting digital images is the regression of spectral 
data with quantitative variables measured in the field 
like biomass and vegetation cover. Because the spectral 
patterns obtained from natural scenes are usually very 
complex, classification seems a more robust 
interpretation technique. Unfortunately remotely 
sensed data have tended to be crisply classified 
regardless of whether the vegetation exists as a well 
defined mosaic or as a series of continua (Wood and 
Foody, 1989). Consequently, many classification errors 
can be attributed to artificial boundaries in an image 
where in reality gradients exist. Crisp classification has 
to be treated with some caution in patterns of natural 
216 
International Archives of Photogrammetry and Remote Sensing. Vol. XXXI, Part B7. Vienna 1996 
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