Full text: Commissions III and IV (Part 5)

  
  
T TT 
  
The following t&bulation shows the situation interpreted in terms of the re- 
cording of the various points (Nos. 1-9) by the various camera stations (Nos. 
T, II end III) 
  
Point Type of Point Camera Stations at which the point was recorded 
Nos. | T II IIT 
i A: > x 
2 O - x 
3 © x x 
4 O - x x 
2 O x - 
6 O x 
T A - x 
8 © x x - 
9 A - X - 
  
Counting the cross marks, we see that 19 individual rays are present, Each 
ray leading to 2 equations, we have, 19 x 2 = 38 observation equations for the 
55 unknowns which (assuming for example, the three elements of interior orien- 
tation of each camera orientation as known) are composed of 3 x 6 = 18 elements 
of orientation and (9 x 3) = 12 = 15 coordinates of the model. As an inter- 
esting by-product, it may be mentioned, that the evaluation of the chosen 
problem, although slightly overdetermined, would not be possible with con- 
ventional restitution equipment and techniques, because there are only a 
maximum of 4 intersections between corresponding rays of any one pair of photo- 
graphs, as can be seen from the above tabulation. 
. With the help of this tabulation we form the corresponding 38 observations 
&l equations which are shown schematically in Fig. 6, In Fig. 6 each line 
represents an observational equation formed according to formulas (18) with the 
terms given in formulas (15), (40) and (41), The individual A matrices and 
similarly the corresponding P -matrices actually &re & sequence of completely 
separated sub-matrices. An inspection of Fig. 6 shows the fact, which has 
already been mentioned, that in case there are no V's, the À matrices become 
& sequence of unit matrices. 
46 
  
No. of observation equations 
+ 
OW aN OPN = 
  
  
 
	        
Waiting...

Note to user

Dear user,

In response to current developments in the web technology used by the Goobi viewer, the software no longer supports your browser.

Please use one of the following browsers to display this page correctly.

Thank you.