gained already before the war and on studies about the propagation of random errors.
We came to the conclusion that there was only one possibility to improve the precision of
the results of aerial triangulation and to limit the necessary number of ground control
points, namely to apply some method of block adjustment. Already before the War the
author applied, through systematic lateral comparison of the adjacent strips, a kind of
primitive block adjustment, which was published in 1940. In addition to this, Zeller has
introduced a method of block adjustment by computing cross strips and applying a method
of correction which, like the Zarzycki method, was a consequent application of the principle
of interpolation.
A more consequent method would be to introduce the condition of equal coordinates in
each point of the total block of models, in common to two or four surrounding models.
The introduction of all these condition equations could strengthen the whole field of
models in a considerable way and replace a great percentage of the usual ground control
points. It is well-known that the solution of this problem leads to a great number of
normal equations, which is, even with high speed computors, a considerable amount of
work and rather costly for a large block. Nevertheless convinced of the great advantage
of block adjustment, attempts are being made in several places to find an acceptable
solution along these lines; the I. T.C. is also trying to contribute to this approach. F. Acker-
mann is preparing a thesis in which he presents a solution.
The other and so far very successful method was developed in the [.'T.C. in the previous
three years by Dr. H. G. Jerie, who designed two analogue computers; one for the adjust-
ment of planimetric coordinates and the other for height. The theory of applied mechanics
gave him the basic principles for his computer. Since it has been described in full and
several publications have informed the photogrammetrists about its possible performance,
it is not necessary to go into details in this report. The equipment has been patented by
the I. T.C. and Dr. Jerie in several countries. It is produced by the I.T.C. workshops and
has so far been delivered to about 20 services and scientific institutes. The advantage is
not only that it gives the same precision as that which can be obtained with the purely
analytical solution, but in particular that no further special means are necessary and that
the execution of this adjustment does not require very high skill of the operator. It is
obvious, however, that the quality of the observed coordinates determines the limit of the
precision which can be obtained with the adjustment. It also holds that with this equip-
ment no adjustment ever can compensate for bad observations. One of the great advan-
tages, however, regarding the quality of the observations is, that for the adjustment of
planimetry the famous discussion about systematic, accidental and pseudo-accidental or
pseudo-systematic errors can be forgotten. The influence of each of these errors in the
units, which are subject to adjustment in the block adjustment, are so small, that they in
general disappear against the normal observational errors. Only in the adjustment of
heights the strip functions as such. Therefore in that case it remains necessary, to give a
correction for systematic errors to the observed values of height before starting the adjust-
ment of the random errors through the whole block. For this correction a regular second
order curve will do.
It is very likely that in the near future we will see side by side the use of this analogue
computer for block adjustment and the full analytical solution with the use of high speed
computers. The latter method will be possible in a few of the big services, provided with
this kind of machine, and the analogue computer will be very useful for the smaller
services and institutes which have so far only a limited experience with aerial triangula-
tion, having the benefit of the simplicity of the use of this equipment and of the easy check
of all irregularities and gross errors in the observed coordinates.
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