A Fast Global Positioning Method for Bounded Areas Based on LiDAR
A lidar, bounded area technology, applied in the re-radiation of electromagnetic waves, instruments, navigation, etc., can solve the problems of low positioning accuracy, complex algorithms, and easy to be affected by ambient light, so as to avoid the impact of positioning accuracy, reduce Complexity, the effect of fast global positioning
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Embodiment 1
[0054] Such as figure 1 As shown, a fast global positioning method for a lidar bounded area includes the following steps:
[0055] S1: Obtain multiple known convex-edge map data, and construct first-level feature vectors of multiple global maps;
[0056] S2: Scan the boundary of the map with the local lidar, and preprocess the point cloud data obtained by the lidar;
[0057] S3: Perform feature extraction on the preprocessed point cloud data, and construct a first-level feature vector of the local map;
[0058] S4: Match the first-level feature vectors of the global map with the first-level feature vectors of the local map, and roughly locate the map area where the robot is located;
[0059] S5: For the map where the robot is located, reconstruct the secondary feature vector of the global map and the secondary feature vector of the local map;
[0060] S6: Match the secondary eigenvectors of the global map with the secondary eigenvectors of the local map, and output the pos...
Embodiment 2
[0063] More specifically, on the basis of Example 1, such as figure 2 As shown, define the conversion relationship between the ground coordinate system and the vehicle coordinate system and the vehicle direction angle as OX G Y G Ground coordinate system, OX V Y V is the vehicle coordinate system. The 0° orientation of the laser radar is defined as the positive direction of the vertical axis of the vehicle coordinate system, and the vehicle direction angle is defined as the angle between the 0° direction of the laser radar and the positive direction of the horizontal axis of the ground coordinate system. The maps in the embodiments are all four-sided convex polygon maps.
[0064] More specifically, the step S1 is as follows: first perform feature extraction on a plurality of known maps (i.e. global maps) in the ground coordinate system, and substitute the coordinates of k=4 vertices of the convex polygonal map into the barycenter coordinate calculation formula:
[0065] ...
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