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Scale 1: 1250
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20m 0 20 40 60 80m
Figure 3: Orthophotomap with vector overlay of Raskelf.
4.4 Survey Accuracy
The accuracy and repeatability results for the
stereoscopic and orthophoto measurements can be seen
in Table 4. Strangely the repeatability of the
measurements was slightly worse than for the Newcastle
survey. Although these tests were not exhaustive, the
greater clarity provided by the larger scale imagery was
expected to provide more reproducible measurements.
Nevertheless they are encouraging as they compare
directly to those reported by Fraser and Shortis (1995)
using a monochrome DCS200 camera which
theoretically should provide a higher resolution than its
colour counterpart.
The stereoscopic accuracy figures reflect the
effectiveness of the zoom facility. The theoretical
accuracy of the DMS as stated earlier should provide a
heighting accuracy of 0.64 m (1 pixel / base to height
ratio). This has been improved to 0.25 m by measuring
parallax to the sub-pixel level using the zoom tool (0.25
pixel at 4 times magnification). The relatively poor
performance in terms of external accuracy for heighting
from the DEM can be attributed to the post spacing and
subsequent interpolation of heights from this.
The fact that the orthophoto measurements are less
accurate than the stereoscopic measurements can again
567
be attributed to the DEM post spacing and subsequent
interpolation. The error in x is noticeably worse than the
error in y for the measurements made from the
orthophoto. This could be related to the heighting errors
in the DEM, causing the failure to totally remove x-
parallax from the orthophoto.
All of the errors quoted for the mapping come from data
that has been observed with the highest measuring care.
For an absolute Quality Assurance (QA) check on the
planimetric accuracy of the mapping produced in Figure
3, the ground survey measurements were compared with
the vector detail after editing in AutoCAD. This is an
absolute check on the entire mapping flowline. The
check (on 21 common points) yielded an RMS error of
0.5 m in plan. This is just outside the OS quoted error of
0.4 m for their Land Line digital data. Reasons for the
degradation of the planimetric accuracy (from 0.2 m to
0.5 m) can be attributed to the editing of the data
(squaring buildings, extending lines etc.) and the fact that
some points may not be exactly those that were surveyed
(for example when plotting a wall, the centre was plotted
as opposed to the outside corner which was surveyed).
In addition to this, zooming in to a magnification of four
times is impractical in many cases since only a small
area is covered on the screen at any one time. As a
result, much of the mapping was carried out under two
times zoom which may have degraded the accuracy.
International Archives of Photogrammetry and Remote Sensing. Vol. XXXI, Part B4. Vienna 1996