- Modelling the GPS based odometry
- Solving the problem with g2o
In graph optimization 1 to 3, the math is introduced. Now we can make some hands on practice on programming. The most famous used graph optimization library is g2o due to its good performance in ORB-SLAM. g2o also has its well known drawback - not well commented, not easy to understand. What’s more, most of the tutorials are based on the original sample examples, when you want to make your own vertex or edge, you will again be lost.
This introduction will be based on an easy to understand graph optimization problem with a customized edge implementation.
Modelling the GPS based odometry
Model as graph
The problem is quite easy: we have a vehicle moving around, we use a GPS to measure its 3D absolute positions, by making some rough guesses as initialization, we want to estimate the vehicle’s position based on the GPS’ measurements.
In a SLAM system, we usually want to fuse different sensors, what’s discussed most are fusing camera and IMU, which is also the problem setup for g2o examples. Fusing GPS information is rarely touched, actually GPS sensor fusion is easier to understand. It can be modeled as the following diagram: