Figure 4.4. Gaussian feature
4.5. Hyperboloparaboloidal features. Terrain morphology
modelled as hyperboloparaboloidal surfaces can only be
modelled via selective modelling when Az/z > 6.0%.
Applying the optimum modelling, the accuracy was
improved by 0.13% to 1.33%, and the efficiency by 6% to
19%.
4.5. Hyperboloparaboloidal feature
4.6. Ridge line features. Terrain morphology modelled as
ridge line can only be modelled via selective modelling
when Az/z > 2.0%. Applying the optimum modelling the
accuracy was improved by 1.6% to 3.6%, and the efficiency
by 10% to 27%.
Figure 4.6. Ridge line feature
4.7. Fauit features. Terrain morphology modelled as fault
surfaces can only be modelled via selective modelling when
Az/z : 2.0%. Applying the optimum modelling, the accuracy
was improved up to 9.4%, and the efficiency up to 25%.
4.8. Combposite features. Terrain morphology modelled
as a combination of those surfaces can only be modelled
via selective modelling, when Az/z - 5.0%. Applying the
optimum modelling the accuracy was improved by 0.1% to
0.28%, and the efficiency by 4% to 13%.
796
International Archives of Photogrammetry and Remote Sensing. Vol. XXXI, Part B3. Vienna 1996
Figure 4.8. Composite feature
5. OPTIMUM SAMPLING APPLIED TO REAL
TERRAIN RELIEF
To verify and consolidate the conclusions drawn from the
experiments using artificial ideal geometric primitives and
their composites some experiments using real terrain
morphology were conducted in the Bonnieux region (south
of France).
This region is partly covered by flat and partly by accidental
terrain. This justifies the use of optimum morphologic
modelling. The Easting of the area was between 840 200
and 841 800, the Northing between 174 000 and 176 880,
the altitude of terrain between 482.000 m and 243.000 m.
The terrain relief was represented by 16384 points. Two
areas with some abrupt changes have been delimited from
a more homogeneous terrain, and Z information was
collected selectively using the MAPS 200 system. This
information contained 382 points in vector form.
variant o] MAXER Pts
[1 696 of z 2.78 0.65
opt 8% of z 5.87 0.71
Table 1 performance estimates for optimum versus semi
automatic modelling
Test R R R
O max E
opt tag OCT
Table 2: Performance estimation of different variants of opt
with respect to IN
In conclusion the following can be stateed: the fidelity of
the representation is improved by inclusion of X information.
Apart from a great improvement in the accuracy of the
Skeleton information, the overall accuracy and overall
efficiency are also improved significantly, compared to semi
-automated modelling ( R 0= 33% and R E = 10% ). Finally,
for this region, we observe that by including the I
information which fulfils the specifications of the rule base
we can get, not only a better modelling, but also higher
accuracy, with less effort.
6. CONCLUSIONS
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