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Multi sensor fusion positioning (II) -- map based positioning
2022-07-28 23:49:00 【The birch tree has no tears】
Catalog
One 、 Loop back detection
Loop detection can only eliminate part of the error , All errors cannot be eliminated . It is relatively simple to use feature point descriptors in vision .
1.1 be based on Scan Context
Three dimensional to two dimensional , Match with image .
1、 Grid
2、 Generate scan contest
3、 matching
The car faces close , The two figures are similar
In order to solve the big difference caused by different vehicle orientations , The image needs to be cut and translated to make the orientation similar
The author merges each column , Two dimensional to one dimensional , Find out where to cut roughly , Up to 3D fine matching
4、 Time complexity
How to quickly find matching frames
Count whether there are points in each grid , If the environment is similar , The number of points is similar .
1.2 Based on histogram
This is a solid-state lidar
Two 、 Back end optimization
Add the a priori position and attitude of loop and inertial navigation , Correct the error of odometer .
2.1 Lie group lie algebra
Using convex optimization to build graphs will use lie group lie algebra . Lie groups are matrices , Lie algebra is a vector
2.2 Pose correction based on loop
2.2.1 Calculate the residual term
2.2.2 Solve the optimization direction
2.3 A priori based optimization
3、 ... and 、 Establishment of point cloud map
3.1 technological process
Put the odometer 、 Loop 、 A priori fusion .
In the first frame, inertial navigation and odometer have relative positions , Transform odometer multiplication matrix into inertial navigation coordinate system .
When the time difference is greater than a certain value, the closed loop is detected
3.2 Point cloud distortion
Calculate time through geometric relationship
Four 、 Map based positioning
4.1 Overall process
In map matching , Robustness and running speed are more important , So in practice , be based on NDT The matching of is more widely used extensive .
Initialization problem
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