International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B3. Istanbul 2004
(Terrasolid, 2004a). As a first approach to the terrain model, a
triangulated irregular network (TIN) was computed taking into
account only the ground points with TerraModeler (Terrasolid,
2004b), from the same company. As most of the computer
programs usually used in terrain modelling TerraModeler builds
2.5D surface models. The name 2.5D is applied in computer
graphics to those special kinds of surfaces were each point in
the horizontal domain has only one corresponding elevation.
Therefore, the elevation in these surfaces is a function of the
planimetric coordinates (x,y).
Figure 1. Spike artefacts in an overhang area
This surface model is not appropriate to represent overhang
areas where a single (x,y) point can have three corresponding
elevation values and in these regions characteristic spike
artefacts appeared (Fig. 1).
Usually, after automatic
classification some editing is
required to remove residual
vegetation that the automatic
classification has wrongly
classified and that has been
included in the terrain model.
The classification algorithm
employed by this program is
based in a combination of the
opening filter from
mathematical morphology
(Serra, 1982) and a filter
similar to the slope filter
(Vosselmann, 2000). The
presence of vegetation in this
very steep terrain confused
the program very often and an intensive editing work was
required. The tops of many hills had also to be checked during
the editing phase (all those hills with a width smaller than the
kernel size of the opening filter).
Figure 2. Lidar points in
an overhang
With the 2.5D model an approximation to the real surface was
done replacing the overhang areas with almost vertical walls.
Figure 3. Editing of the hills.
The surface was edited to remove the spikes that appeared in
that areas (Fig. 1 and 2). The editing operations do not remove
any point from the data set, only the class labels of the points
involved in the editing operation are changed from one class to
another and the total number of points remains unchanged. The
editing process continued until the resulting 2.5D model was
considered to be an acceptable representation of the bare earth
surface (without vegetation), within the limitations of 2.5D
surface models. This intermediate surface (Fig. 4) was
employed for two different purposes: The first one was to detect
the areas where the density of aerial data was too low or where
data gaps appeared due to occlusions (Fig. 5). A terrestrial lidar
survey campaign was carried out to cover these areas. The
second use of the intermediate 2.5D surface was to improve the
orientation of the terrestrial lidar data.
Figure 4. Slope map of the 2.5D surface model. The arrows
show the location of the railway track.
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