This project focuses on the navigation and path estimation of a 2D planar robot (tank- threaded robot), in 3D space. The project refers to the classical dead reckoning problem, where there is no accurate information available about the position of the robot and the robot is not equipped with a GPS sensor, the only provided information is the change in position and orientation over time (Odometry , which is not robust against drifting), and a more accurate orientation of the robot provided by IMU device. The aim here, is to use those data coming from the Odometry and IMU devices to design an extended kalman filter in order to estimate the position and the orientation of the robot. The position of the 2D planar robot has been assumed to be 3D, then the kalman filter can also estimate the robot path when the surface is not totally flat. One may also use the linear acceleration and angular velocity provided by IMU, but in this project they are skipped because of the high noise and the sudden changes in the information caused by a bumpy road or other elements.
The results of the default sample are illustrated in the following figure. On the left, you can see the comparison between the odometric path estimation and EKF. The rest of the figures show the 3D path estimated using EKF. The starting and ending point of the actual path traversed by the robot is the same, but in the odometric estimation, there is a big displacement between these two points. After correcting the angles using the extended kalman filter, the displacement significantly decreased.
Prof. Giorgio Grisetti
Please make sure you have the the following requirements installed:
Requirements
- Python >= 3.6
- RosBag (sudo apt-get install python-rosbag)
- NumPy
- MatplotLib
To run the code, set your parameters in main.py file, then run python main.py.
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