Full text: Proceedings, XXth congress (Part 5)

   
International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B5. Istanbul 200: 
  
signal, these are replaced by other autonomous 
sensors like odometer, compass, barometer, ete. Here, 
we consider as the KF external measurements the 
output of the photogrammetric resection; these are 
the Coordinates Update (CUPT) and Attitude Update 
(AUPT). In addition, Zero-Velocity Updates (ZUPT) 
are also used as measurements. This kind of updates 
allows adopting loosely coupled integration, which is 
casiest to implement. 
Since there are two cameras, two datasets of external 
measurements are available; one is the EOP of the 
left camera and the other is the EOP of the right 
camera. There are three possibilities for this 
integration. 
The first possibility is to take the average of the two 
EOPs. The second considers the two EOP as two 
independent correlated updates. The difference 
between the two possibilities is reflected in the size 
and shape of the measurements’ vector, co-variance 
matrix, and design matrix. 
In the first possibility, the measurements’ vector can 
take the following form (with ZUPTSs): 
z, -la-x B-y^ C-z^ D-oqu 
J 
c e © 
E-owu F-emu -wv -+ ey 
(16) 
Where 
A= OL Xon p- S Ym 
2 2 
C= 20 t Zon 5 + OR 
2 2 
EL OnR p. EL C KR 
2 2 
With XOL/R> YOL/R>ZoL/r = coordinates of 
the left/right camera (lever-arm added) 
Or;R S QLiR: KL/R = attitude of the 
left/right camera (Boresight added) 
c e c € S .C 
X,Y 52 Op. IMU : KiMU: Vx Vy, Vz 
= Position, attitude, and velocity output of 
the mechanisation equations 
In the second possibility, the measurements vector 
can take the following form (with ZUPTS): 
ZK = Kor ext Yay Zap -27 0| On 
9 e 
?L-9mU. KrL-Kiu. Xon -X Yon -y 
€ > = 
Zor —Z OR-OIMU OR-PIMU KR = KIMU 
(16) 
5. CONCLUSIONS AND FUTURE WORK 
In this paper, we formulated a combination strategy 
between photogrammetric and IMU outputs via a 
Kalman Filter. We borrowed the term SLAM- 
problem from Robotics and tried to solve it using 
Geomatics Engineering modus operandi. 
It was shown that SLAM could be achieved using 
Photogrammetry and IMU outputs integrated in a 
loosely coupled Kalman Filter. 
The merits of this integration can be divided into 
practical and scientific. Practical advantage lies in the 
long-term independence of GPS. The scientific gain 
poses itself in the necessity of taking 
photogrammetry to the stage of full automation. 
Collaboration between and merging of different 
scientific disciplines —e.g. Geomatics and Robotics— 
must be highly considered in order to accomplish 
advancements. 
Future work will concentrate on numerically testing 
the methodology and the possibility of automation. 
6. REFERENCES 
Chaplin B. A., 1999: Motion Estimation from Stereo 
Image Sequence for a Mobile Mapping System. M. 
Sc. Thesis, Department of Geomatics Engineering, 
University of Calgary, Canada. Report No. 20128 
Csorba M., 1997: Simultaneous Localisation and 
Map Building. Ph.D. Thesis Robotics Research 
Group, Department of Engineering Science, 
University of Oxford, UK. 
Grewal M. S., Weill L. R., and Andrews A. P., 2000: 
Global Positioning Systems, Inertial Navigation, 
and Integration. John Wiley & Sons. 
Journal of Robotics Systems: Volume 21, Issues 1 
and 2, January and February 2004, Pages 1-94 
http://www3.interscience.wiley.com/cei- 
bin/jhome/35876. Wiley Periodicals. 
Kalman R. E., 1960: A New Approach to Linear 
Filtering and Prediction Problems. Journal of 
Basic Engineering, 82 (series D): 35-45. 
Newman P. M., 1999: On the Structure and Solution 
of the Simultaneous Localisation and Map 
Building Problem. Ph.D. Thesis, Australian Centre 
for Field Robotics, The University of Sydney. 
Australia. 
Skaloud, J., Schaer, P., 2003: Towards a More 
Rigorous Boresight Calibration. ISPRS 
International Workshop on Theory, Technology 
and Realities of Inertial/GPS/Sensor Orientation, 
Commission 1, WG [/5, Castelldefels, Spain, 
September 9-12. 
Titterton D. H. and Weston J. L., 1997: Strapdown 
Inertial Navigation Technologv. Peter Peregrinus 
Ltd. 
  
   
  
    
  
  
  
  
  
   
    
   
       
  
  
   
  
   
   
   
  
    
   
  
   
   
  
     
    
    
   
    
    
   
      
      
   
  
    
   
  
   
  
      
    
  
    
 
	        
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