mensional
since this
values are
with this
|" reveals,
hence all
vays have
rs. in the
correction
A more
ymputation
of sight of
one point,
each other.
rs and the
arch with a
ments.
al projects,
ion objects.
h the latest
ries will be
itrol points,
radial lens
nknown as
system had
'e shown in
cation error
el / nm]
0.116
m» fJ
m, f]
my [7
0.22
0.21
0.06
0.21
0.19
0.06
0.22
0.22
0.06
0.21
0.18
0.07
0.22
0.22
0.06
ries.
mages of the
stage was set
the adjusted
ioning table.
ient handling
nt, therefore
ns may occur
and are subject to detailed investigation. The sensor, however,
was set to a scale factor of 84.7 pixels/um, yet the adjustment
showed 94.6 pixels/um. This deviation is yet to be investigated
for consistency. Eventually the sensor has to be readjusted,
since the sensor specifications serve as approximate values for
the later adjustment. Finally, the whole system setup is
illustrated in figure 7.
Figure 7. The system configuration visualized with VRML.
The control points on each level of the pyramid have been
connected with lines for means of clarification.
For the same reason, the images have been moved away from
the x,y-plane by the same distance (cp. figure 6).
S. CONCLUSIONS AND FUTURE WORK
The results we have achieved are very promising. The
calibration pyramid is a very reliable and well recognizable
object. In connection with the tilting stage it is possible to
acquire series of images which give accurate information about
both, the sensor properties and the tables consistency.
The mathematical developments allow a very flexible system
configuration. The current system is a very good basis for
forthcoming evaluations.
However, deviations and problems are known and are subject to
investigation. Additionally, as mentioned before, the section in
space is further investigated for stability and blunder detection.
Future work will concentrate on the application of the
introduced techniques to the evaluation of biological specimens.
The calibration and orientation data will help optimising image
correlation and will improve the accuracy of the result.
REFERENCES
Burkhardt, R., 1981. Die stereoskopische Ausmessung
elektronenmikroskopischer Bildpaare und ihre Genauigkeit.
Methodensammlung der Elektronenmikroskopie, Abschnitt
4.2.2.
Elghazali, M., 1984. System Calibration of Scanning Electron
Microscopes. International Archives of Photogrammetry and
Remote Sensing, Commision V, Vol. XXV, Part A5, pp. 258-
266.
Hemmleb, M., Albertz, J., Schubert, M., Gleichmann, A.,
Kóhler, J. M., 1996. Digital Microphotogrammetry with the
Scanning Electron Microscope. International Archives of
Photogrammetry and Remote Sensing, Commision V, Vol.
XXXI, Part B5, pp. 225-230.
Hemmleb, M., 2001. Photogrammetrische | Auswertung
elektronenmikroskopischer Bilddaten. Ph.D. Thesis, Technical
University of Berlin.
http://edocs.tu-berlin.de/diss/2001/hemmleb matthias.pdf
Koenig, G., Nickel, W., Storl, J., Meyer, D., Stange, J. 1987.
Digital Stereophotogrammetry for Processing SEM Data.
SCANNING Vol. 9, pp. 185-193.
Kraus, K., 1997. Photogrammetrie - Band 1. Grundlagen und
Standardverfahren. Dümmler-Verlag, 6. Auflage, Bonn.
Maune, D. F., 1976. Photogrammetric Self-Calibration of
Scanning Electron Microscopes. Photogrammetric Engineering
and Remote Sensing, Vol. 42, No. 9, pp. 1161-1172.
Moré, J., 2000. Untersuchungen zur kombinierten Ausgleichung
geodätischer und photogrammetrischer Beobachtungen.
Diploma Thesis, Technical University of Berlin,
Photogrammetry and Cartography (not published)
ACKNOWLEDGEMENTS
The authors would like to thank the Deutsche
Forschungsgemeinschaft, for supporting our researches.
Furthermore, we want to thank Andreas Döring, Institute for
experimental Physics, University of Ulm, for kindly providing
AFM measurements on the calibration standards.
—215—
na ES SES