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When processing the measurements it has been
assumed that the systems can be corrected for the
effects which are described above.
To correct for the systematic deviations a trans-
formation has been applied on the observations
with as parameters two shifts, two scale factors
and one rotation. Patterns of systematic deviations
are given in figure 4.
Systems Zoom
1 10x
20x
40x
5x 64
10x 64
12
10
With different zoom settings the line width is deter-
mined at the circle position by setting the measur-
ing mark at two positions of the line (see Fig. 5).
Through the knurled character of the lines (raster
screen) a measuring mark as large as possible has
been choosen. For the computation of the line
width it was necessary to determine the diameter of
the measuring mark too.
22 14
16 10 75
Table 5. Test B. Standard deviations in microns at photoscale before
0, , O,' = after correction; n =
Table 5 shows that the standard deviations after
the correction for systematic errors become con-
siderably smaller. When using a 40 times magnifi-
cation the smallest residual errors are present in
system 1 (0, = 10 4, 0, = 10 yu). For a zoom factor
of 10 times the smallest standard deviations are
present in system 3 (0, = 16 yu, o, — 10 y).
The conclusion is that for the detection of data
base errors all the used systems should be calli-
brated.
3.4. Test C. Determination of the width of the
superimposed lines.
The factors which influence the width of the super-
imposed lines are the illumination, the line direction
and the zoomfactor.
When the superimposed line is strongly illuminated
with reference to the photo then the line will be
thicker than in the case of a poor illumination.
When the line is represented on a raster screen,
then horizontal and vertical lines will have a width
of 1 pixel. In other directions this can increase to
1,5 pixel.
Considering the above mentioned factors a line
pattern as shown in figure 5 has been used for
testing.
and after systematic error correction. o,, 0, = before correction;
number of measured points.
567
Because the lines on the screen move in steps of 1
pixel measuring problems occured. To get a good
measuring accuracy every point has been measured
four times.
Figure 5. Superimposed line pattern for line width
measurements. . = measured point.