. Way we reach:
From rectification the direction of the
der it with the corresponding scale of heights.
left on the ground-plan dX, and dy
‘à
The: term € H represents the affined deformation of heights. We consi-
The influences of term
are unimportant. We take for
s being
H=40 % of
2 and Ab, = 1 % of Z; the greatest deformation in direction of the axis X
comes to 0,05 mm, in direction of the axis ¥ to 0,11 mm. The influence. in di-
rection of Z is greater, sometimes even 1,9 4o
of. Z.
In terms of the second order only the scale variation is contained, the
additional model deformations don't appear.
2. Rectified Photographs on Stereo-sketchmaster
Photographs are ideally rectified when
94 = Qo = Wy = Wyo = ©. In this case we must
consider the discentralization,of the princi-
pal photo-points .(0,,0,) with regard to per-.
forational points of perpendiculars (X,, Na)
of both perspective centres with photo-plains
(Fig.6) dx; = „für, dys = für, dX2 = -fü2
and dy, = fus.
We define the perforation N. for each
photograph separately with the monocular ob-
servation of floating mark. If we move the
floating mark under the perspective centre in direction of the axis Z
doesn't change its ground-plan position, then the perforation of ray to the flo-
ating mark with the photo-plain defines the point jJ,
and it
we looked for. The point
N of the second photograph is defined in the same way. Ir this manner we can
consider the various eye-basis of different observers. We move the principal
point O out of the centre of points
dx, = dx, = dy, = dy, = 9.
principal line and the nadir-distance n=ftgv
are known. The point of a photograph, we cen-
tralize on the instrument (¥), is on the mo-
dified nadir distance
f
cipal point O (Fig.7) in direction o; ,he
principal line.
Because of discentralization of the
principal point we have to introduce the correc-
tion of image distance too:
-
cf at gay [
Adf = = (og * w') 7
Adf « 0,5 mm
Na and Na
n =r n from the prin-
for calculated amounts.
y*. We don’t consider it when
In this
By elements of the inner orientation we orientate the photographs on the
principal nuclear ray (x = x, = ©).
É
The condition of the partial element
JABLE T