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Terrain Mapping and Obstacle Detection for Unmanned Autonomous Ground Vehicle Without Sensor Stabilization. October 20, 2006. Amit Puntambekar Advisor: Dr. Arun Lakhotia Team CajunBot www.cajunbot.com. Presentation Overview. Introduction and motivation Related work
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Terrain Mapping and Obstacle Detection for Unmanned Autonomous Ground Vehicle Without Sensor Stabilization October 20, 2006 Amit Puntambekar Advisor: Dr. Arun Lakhotia Team CajunBot www.cajunbot.com
Presentation Overview • Introduction and motivation • Related work • Terrain mapping and obstacle detection algorithm • Sensor error handling • Algorithm evaluation • Conclusion and future work Estimated presentation time: 50 minutes
DARPA Grand Challenge • History • Autonomous Ground Robots • Application of AGV’s • Examples Top: Mars Rover by NASA, Bottom: iGator by iRobot
DARPA Grand Challenge • Grand Challenge 2004 • Grand Challenge 2005
Components of Autonomous System • Hardware – Sensors, Electronics, etc. • Software Obstacle Detection Path Planning Steering
Obstacles • Man Made • Natural
Types of Obstacles • Static - Rocks, Cones, Steep Slopes, etc. • Dynamic – Moving Cars, Gate, etc. • Negative Obstacles – Ditches, Potholes, etc.
Motivation • Timely Obstacle Detection -Top speed of vehicle: 25 mi/hr (11.17 m/s). -Even a second delay in detecting obstacle might be fatal. • Static and Dynamic Obstacles • Negative Obstacles
Sensors • GPS • Position information • INS • Orientation • LIDAR • Range
GPS INS Position + Orientation Position 5 Hz GPS/INS • Principle of Operation • Data Format • Erroneous Conditions 100 Hz
LIDAR 0 degree 180 degree
LIDAR Terminologies Laser Beams Time Stamp • LIDAR • Beams Range Scan • 1 Scan = 180 beams • 75 Scans per Sec
LIDAR Mounting • Parallel to Ground • Used by CMU • Minimum obstacle size • Slopes as obstacles • Sensitive to • Vibrations • Mountings • Air Pressure
LIDAR Mounting • Sweeping the terrain • Scans sweep terrain • Successive scans are geographically close Consecutive scans on flat ground
LIDAR Mounting • Vertical Mounting • Team GRAY • Data Discontinuity • Combination Mounting
Algorithms for Sweeping LIDARs • Consecutive scan analysis • The laser scans incrementally sweep the surface • Analyzing the consecutive scans to determine change in geometry of the terrain • Data Discontinuity • Detect Discontinuity in data • Team GRAY, METIOR • Plane Fitting • Best fitting plane computation • Virginia Tech • Slope Computation • Change in slope of the scans is computed • CMU, Team ENSCO
Prior Work Review • Dependent on • Incremental scan sweeping • Flat terrain • Sensor mountings • Will not work if sensor mounting is changed
Off-Road Conditions- Bumps • Indoor Vs. Off-road Environments • Effect of Bumps 2 3 4 1 Scattered scans due to bumps
Sensor Stabilization • Specific Sensor Stabilizers • Vehicle Suspensions • 22 out of the 23 2005 Grand Challenge finalist team had vehicle suspensions or hardware sensor stabilizers to mitigate bumps. • Teams like CMU, IRV had both • CajunBot was the only entry without sensor stabilizer and suspensions Top: Sandstorm from CMU; Bottom: IRV from Indiana Robotics
Sensor Stabilizers • Cost - The cost of the CMU Gimbal is approximately $70,000. • Single Point of Failure
Research Contribution • Off-Road Obstacle Detection System • Without sensor stabilization • Not sensitive to sensor mountings • Accounts for GPS errors • Scales well with number of sensors
Core Algorithm • Obstacle Detection Algorithm • Theory • Implementation for a real time system – CajunBot • Error Handling
Algorithm Theory Points Slope Computation Triangle Formation
Algorithm Theory (Continued) • High Absolute Slope • High Relative Slope • Height Discontinuity Obstacle Triangle Analysis
Obstacle Detection • High Absolute Slope - Large surfaces where triangles can be formed Eg: Wall, cars, etc. • High Relative Slope - Obstacles on slope - When obstacles are not large enough to register three LIDAR beams to form triangles - Negative obstacles • High Elevation Change - Narrow obstacles like poles - Negative Obstacles angle Top: Virtual Triangle on a wall like obstacle Bottom: Obstacle on a slope
Real Time System Slope Computation Position . . . . . . . . . . . . . . . . Pos + Orientation Data Fusion + (Range, Angle),75
Effect of Bumps • Scans Scattered due to bumps • Consecutive scans might be geographically far apart 2 3 4 1
Spatial Griding Slope computation Position Position, Location . . . . . . . . . . . . Data Fusion + Slope Grid (Range, Angle),75
2 3 4 1 Data Consistency • Temporal accuracy of GPS • GPS Drift
Sensor Error - GPS Drift X Axis: Time (s) Y Axis: Height (m) • What is GPS Drift ? • Gradual drift in the GPS data • Effects of GPS Drift? • Only temporally close data can be compared • Factors causing GPS Drift • Hardware and connectivity with satellites Moving 0.13 0.20 Stationary Graph: GPS Z Vs. Time Data Collected on a flat parking lot. Vehicle traveling at 3m/s
Handling GPS Drift • Temporal Data Ordering • GPS stable for 3-4 seconds
Obstacle Detection • Obstacle Cell Analysis • Absolute Slope • Relative Slope • Height Discontinuity Terrain Obstacle Map (TOM) Grid
Obstacle Detection – TOM Grid Analysis (Max Orientation, Min Orientation, Max Height, Min Height, Num of Centroids, Num of Hits) Potential Obstacle Determination • High Absolute Slope Absolute Orientation > Threshold • High Relative Slope Difference in Orientation > Threshold & Difference in Height > Threshold • High Elevation Change Difference in Height > Threshold Terrain Obstacle Map Confidence Factors
Dynamic Obstacles New Data, T_new Last Access Time Stamp, T_old • Dynamic Obstacles • registered as obstacle at every location • Refresh Grid • Grid Refreshing - TOM in a spatio-temporal grid - Refresh TOM Cells if existing data and new data are not temporally close - Aging based on access time stamp Terrain Obstacle Map (TOM)
Sensor ErrorGPS Spike Graph: GPS (Z) Vs. Time • What is GPS Spike ? -Sudden change in the GPS data in a very short time interval. -The elevation data is more prone to GPS Spikes • Causes for GPS Spike -Weak Signal -After ‘Dead Reckoning’ 30m X-axis : Time(s) Y-axis: Height(m) NQE 2005 Data
Effect of GPS Spike GPS Spike Data Playback Graph: GPS Z Vs. Time
GPS Spike: Reason for False Obstacles • Corrupted data enters system • Slope computation gets erroneous Data Filter
Detecting GPS Spike • Median filter monitors INS Data • Erroneous data is discarded
Core Algorithm- Revised • Terrain Modeling • Obstacle Detection
GPS LIDARS INS Rigid Platform Effect of Bumps - II • INS, LIDAR data fusion -Mounting INS on LIDAR -Good Suspensions -Sensor Stabilizers -Rigid Platform
LIDAR Angle INS Time t1 t3 Effects of Bumps • INS, LIDAR Data Rate Mismatch 0 X 0 t2
LIDAR Angle INS Time t1 t2 Sensor Fusion Interpolation • CBWare - Data interpolation support • Robots with sensor stabilizers can fuse the most recent data from sensors • In CajunBot data is interpolated based on time of production X
Algorithm Evaluation • Ability to utilize bumps to see further • Accuracy of results • Algorithm complexity • Scalability • Different obstacle types • Sensor orientation independence
Data Sets • Logged data from 2005 GC • Testing in a controlled environment with CajunBot-II • Testing in a simulated environment - CBSim
Evaluation – Effects of Bumps • Obstacle detection distance increases linearly with severity of bumps experienced
Testing in a controlled environment with CajunBot-II Effect of bumps Experimental Setup Obstacle detection without Bumps Comparison table Obstacle detection with bumps
Scalability • Sensor Specific Computation • Data Specific Computation Results based on analyzing CajunBot-II logged data on a Dell machine with 3.2 GHz Intel Processor and 1 GB RAM with full load (all other CajunBot software modules running) on Fedora Core 2 operating system
Scalability and Bumps Results based on analyzing the 2005 GC final run logged data on a Dell machine with 1.6 GHz Intel Processor and 1 GB RAM with full load (all other CajunBot software modules running) on Fedora Core 2 operating system
Sensor Orientation Independence • Run 1 • Top sensor Orientation (r, p, h)=(0, -1.5, 1) Offsets (X, Y, Z)=(0.25, 1, 0.25) • Bottom Sensor Orientation (r, p, h)=(0, -3, 1.5) Offsets (X, Y, Z)=(0.25, 1.5, -0.5) • Run 2 • Top sensor Orientation (r, p, h)=(2, -4.5, 0) Offsets (X, Y, Z)=(0, 1, 0.5) • Bottom Sensor Orientation (r, p, h)=(-2, -4, 2) Offsets (X, Y, Z)=(0, 2, 0) CajunBot with two distinct sensor orientations
Comparison with different obstacle shapes at varying speed HD: Height Discontinuity, AS: Absolute Slope, RS: Relative Slope • Considerable increase in speed, negligible decrease in efficiency • 4%, 3.2%, 3.9% decrease in detection distance among the three shapes when the speed increases by 150 %