Full text: Actes du onzième Congrès International de Photogrammétrie (fascicule 6)

CONTROLS 
Controls for operating the Automated Planimat are mount- 
ed in the control box to the left of the operator. Four mode se- 
lection pushbuttons are provided, enabling the following modes 
of operation: standby-manual, orientation, manual check, and 
automatic. 
A momentary pushbutton is provided to enable connec- 
tion of the correlation loop to clear x parallax during the orien- 
tation procedure. A switch is provided to raise or lower the 
profile recording stylus in the SG-1 storage unit. This switch 
provides a manual override for the stylus which is normally 
raised and lowered automatically in automatic operation. Indi- 
cator lights are provided on the control box to monitor opera- 
tion of the equipment. In addition to the above, controls nor- 
mally associated with the Planimat such as the start pushbutton, 
the y-y! lever, the reset switch, and the y speed control potenti- 
ometer are also mounted on the control box. Setting up adjust- 
ments for pointing and centering the cathode-ray tube scanning 
patterns are also contained in the control box. These controls 
are preset and are used infrequently in normal operation. 
CORRELATOR PERFORMANCE FACTORS 
To accurately clear x parallaxes, the correlation system 
must accommodate the x scale and x skew distortions produced 
by terrain slope, and the y scale and y skew distortions produced 
by aircraft roll and pitch. 
x scale distortion is produced by terrain sloped in the x 
direction and is given by 
dx, — 1-(X/H) dHJdx 
dx, 1-(X|H - BIH) dH|dX 
  
where dH/dX is the tangent of the terrain slope in the x direc- 
tion. The maximum relative scale ratios occur for slopes at the 
midpoint of the base and for acquisition systems giving the 
largest base to height ratio, B/H. The largest base to height 
1 
ratio for vertical photography is found in super wide angle sys- 
tems. Using B/H = 1, we obtain 
dx, 1-0.5 dH/dx 
dx, 1+0.5dH|dx 
  
A plot of this equation is shown in Fig. 8. 
x skew distortion is produced by terrain slopes in the y 
direction, and is given by 
dxy (X/H) dH/dY 
dy 1-(Y/H)dH[dY 
  
where dH/dY is the tangent of the terrain slope in the y 
direction. A plot of this equation is shown in Fig. 9, for 
Y/H = 1.3. 
An analysis of the y distortions produced by roll and 
pitch angle of up to +5 degrees showed that the worst case 
occurred when the left and right photographs were obtained 
with the vehicle rolled and pitched 5 degrees in opposite direc- 
tions, producing a y scale error of 1.4 and a skew angle of 
10 degrees. 
To determine the distribution of terrain slopes likely to 
be found in practice, an analysis was made of 1:24,000 map 
sheets covering rugged terrain, broken into l-inch-square sam- 
pling areas. The maximum. slope in each sample area was deter- 
mined and the results are shown in Fig. 10. The most frequent 
slope was between 20 and 25 degrees, and no slopes in excess 
of 35 degrees were found. 
The maximum slope of 35 degrees was then applied to 
Figs. 8 and 9, from which it was found that the maximum x 
scale ratio was 2:1 between left and right photographs, and the 
maximum x skew angle was 76 degrees between photographs. 
 
	        
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