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Optimal Sensor Management
Technique For An Unmanned Aerial
Vehicle Tracking Multiple Mobile
Ground Targets
Negar Farmani, Liang Sun, Daniel Pack
Unmanned System Lab
The University of Texas at San Antonio
Outline:
– Introduction
– Problem Statement
– Optimal Sensor Management
• Coordinates Transformations
• Gimbal Pose Selection
– Experimental Results
– Conclusion
Introduction
– Tracking multiple mobile targets in optimal
manner
– Previous works
– Novel optimal sensor management method
Outline:
– Introduction
– Problem Statement
– Sensor Management
– Experimental Results
– Conclusion
SAMPLE SCENARIO
Outline:
– Introduction
– Problem Statement
– Sensor Management
– Experimental Results
– Conclusion
UAV And Target Relation
Associated Coordinate Frames
• Three frame of interest:
Body Frame = (ib , jb , kb)
Gimbal Frame= (ig , jg , kg)
Camera Frame= (ic , jc , kc)
Target Projection
Target Geo-Localization
Estimation Technique
Extended Kalman Filter (EKF)
– Motion model:
– State of target:
– Measurement model:
Geo-localization
Extended Kalman Filter (EKF):
– Prediction Step:
where
Geo-localization
– Measurement Update:
where
Candidate Generation for Gimbal Pose
• Dynamic weighted graph of targets
Candidate Generation for Gimbal Pose
• Check FOV
– Limited FOV
– Camera gimbal pointing direction
Target
Estimations
Gimbal
Candidates
MPC
Technique
Target
Estimations
DWG FOV Test
Gimbal
Candidates
MPC
Technique
Sharma & Pack method:
Proposed method:
Sharma & Pack Method
• R. Sharma and D. Pack, “Cooperative Sensor Resource Management for Multi Target
Geo-localization using Small Fixed-wing Unmanned Aerial Vehicles.” in Proc. AIAA
Guidance, Navigation, and Control (GNC) Conference, American Institute of
Aeronautics and Astronautics, 2013.
– Develop a vision based cooperative sensor fusion technique to geo-locate
multiple mobile ground targets using
– Develop a cooperative sensor resource manager using Model Predictive
Control
Candidate Generation for Gimbal Pose
• Model Predictive Control(MPC)
Outline:
– Introduction
– Problem Statement
– Sensor Management
– Experimental Results
– Conclusion
Experimental Results
Experimental Results
Experimental Results
Experimental Results
AVERAGE GEO-LOCATION ERRORS OF FIVE TARGETS FOR THE 100
EXPERIMENTS USING THE PROPOSED METHOD AND THE ONE REPORTED
IN [9].
Target No. 1 2 3 4 5
North Position(m) 15.49 10.73 24.83 24.46 15.26
North Position(m)[9] 11.78 12.54 26.32 31.9 23.12
East Position(m) 13.58 6.08 14.28 8.71 7.6
East Position(m)[9] 9.69 10.28 16.38 13.7 11.41
Experimental Results
Overall Error Error
(m)
Improvement
(%)
Overall Error in North Position (m) Overall
Error in North Position (m)[9]
18.15
21.14
14
Overall Error in East Position (m)
Overall Error east Position (m)[9]
9.94
11.91
16
OVERALL AVERAGE OF GEO-LOCATION ERRORS
Experimental Results
Conclusion And Future Works
• A new sensor management technique for UAVs tracking
multiple targets
– A dynamic weighted graph
– A Model Predictive Control technique
• Future Work
– Multiple UAVs cooperatively tracking multiple targets
Optimal Sensor Management Technique For An Unmanned Aerial Vehicle Tracking Multiple Mobile Ground Targets
Optimal Sensor Management Technique For An Unmanned Aerial Vehicle Tracking Multiple Mobile Ground Targets

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Optimal Sensor Management Technique For An Unmanned Aerial Vehicle Tracking Multiple Mobile Ground Targets

Notas del editor

  1. Increasing number of applications of UAVs - there is lack of techniques to track multiple targets in some optimal manner when the resources (sensors) are limited to fully carry out the Mission using a Recursive Least Square filter A* method Camera, limitations of the resolution, the range, and the field of view (FOV) Objective of paper: present optimal technique to manage a sensor to track multiple mobile targets
  2. Specifications: assume targets move on ground randomly. UAV : constant altitude and constant velocity Control input: bank angles Camera: Limited FOV random noise. The objectives: geo-localize ground targets minimize the error of estimation on ground.
  3. Three frame of intrest
  4. Target project into camera frame and translate to pixel locations(ex,ey) Gimbal pointing direction is determined by aligning optical axis of camera to desired direction
  5. DWG: To determine an optimal gimbal pointing direction for the purpose of minimizing the overall uncertainty of targets DWG: represents the connection among targets d: estimated distance Sigma: estimated position variance DWG: computed in each iteration Ith colum: estimated density of targets near target i
  6. DWG generates candidates for MPC Finding min leads to optimal gimbal pose . ground location that matches the center of selected sensor FOV as destination UAV trajectory: