Page 33 - Read Online
P. 33

Page 182                           Chen et al. Intell Robot 2024;4:179-95  I http://dx.doi.org/10.20517/ir.2024.11






















               Figure 1. An overview of the proposed staircase shape feature extraction method. 3D: Three-dimensional; IMU: inertial measurement unit.



















                     Figure 2. An example of how the depth camera is integrated into typical walking-aid robots, e.g., lower-limb prostheses.


               feature extraction from staircases, even with constrained viewpoints. In this way, it helps mitigate the issues
               associated with cumulative errors during point cloud alignment, improving overall performance.

               The overview of this method is depicted in Figure 1. We acquire 3D point cloud data of the environment using
               a depth camera mounted on walking-aid robots. These robots include powered prostheses [1,35]  and lower-
               limb exoskeletons [36] . To provide context, Figure 2 illustrates the integration of the depth camera into typical
               walking-aid robots.


               Once the raw 3D environmental point cloud, denoted as  Camera    3D, is rotated by Equation 1 to align with the
               ground coordinate system:



                                            Ground     Ground       Camera
                                                    3D =       Camera ·     3D ,                        (1)


               where  Ground    3D and  Camera    3D are the point cloud in the ground coordinate system and camera coordinate
               system, respectively, and  Ground    Camera istherotationmatrixfromthecameratothegroundcoordinatesystem,
               which can be calculated from the Euler angles measured by the inertial measurement unit (IMU) attached to
               the camera.


               The rotated point cloud  Ground    3D is then subjected to dimension reduction, as given in Equation 2, where
                  represents the total number of points in  Ground    3D.    is the set of indexes of the points of which the   
               coordinate (perpendicular to the human’s sagittal plane) is between -0.1 and 0.1 m. This subset extraction
   28   29   30   31   32   33   34   35   36   37   38