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determined. For a good correlation the ilumination
is very important for getting a sufficiant contrast.
A second example is the survey of tools with an
accuracy of few microns. Such an accuracy cannot
be achieved in imaging the whole object. By this
reason only a small area has been used at the
time and the orientation of the combination of 2
convergent CCD-cameras was determined in
relation to a reseau used as control point pattern
(Jacobsen et al 1990, Husen et al 1992).
For every on-line solution specialized software
is required. As first test and as independent
check manual measurements by “traditional”
photogrammetry can be used, but very often it is
not economic to write specialized programs and
a usual model handling is sufficiant. Digital stereo
plotters are only available in a limited number
and mainly not operational. With displayed digital
images or with photos taken with the above
mentioned systems analytical plotters can be
used. À lot of different applications have been
handled in the University of Hannover. The wide
range of applications is typical in this area. Only
some examples are shown.
5.1 Abrasive wheels
Abrasive wheels cannot be surveyed by mechanical
profiling. The fine structure is very detailed so it
wasnotaproblemto get images with good contrast.
Based on photos taken with the Rolleimetric
6006 in convergent arrangement (the camera was
fixed and the object has been rotated) profiles
and digital height models (DHM) were measured.
As a surprise the DHM (fig. 5) is indicating very
clearly the direction of manufacturing.
0 1000 2000
abrasive wheel [microns]
original profile, low pass and hight pass filtering
length of profile: 2mm 2000 points
accuracy +/- 5 microns
Fig. 6: profile of an abrasive wheel
percentage of
filled volume f(z)
free volume / area
f(z)
TRAGANTE ILKURVE
10
5 4 value distribution f(z)
20 4 6 8
FUELLKURVE SPITZENVERTEILUNG
Fig. 7: profile analysis of an abrasive wheel
5.2 Metalic surface
The information about the roughness of metalic
surfaces is important for the deformation of
sheet iron in car manufacturing. The roughness
is changing from sheet to sheet also if it is
coming from the same charge. As first test for a
later on-line solution, investigations were made
withRolleimetric6006-images. Over approximately
8mm x 8mm an accuracy of £5um has been reached.
Fig. 5: smoothed digital height model of an
abrasive wheel size: 2mm x 2mm, height
differences 80um
The obtained standard deviation of +5um for the
individual points was sufficiant. Typical for an
application like this is the requirement for
additional figures about the surface like figures
about the roughness.
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Fig. 8.: height model of a metalic surface
0.8mm x O.8mm
maximal difference in height 60 microns