2021
DOI: 10.3788/lop202158.0610002
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Independent Method for Selecting Radius of FPFH Neighborhood in 3D Point Cloud Registration

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“…According to FPFH theory, for different numbers of searched neighbor points, the fitted surface and normal vector of the same point are different, and the components of FPFH in each interval will also change [26,28]. When the search radius is too small (k = 2), there will be more empty values in the FPFH components (as shown in Figure 3).…”
Section: Determination Of Fpfh Neighborhood Searching Rangesmentioning
confidence: 99%
“…According to FPFH theory, for different numbers of searched neighbor points, the fitted surface and normal vector of the same point are different, and the components of FPFH in each interval will also change [26,28]. When the search radius is too small (k = 2), there will be more empty values in the FPFH components (as shown in Figure 3).…”
Section: Determination Of Fpfh Neighborhood Searching Rangesmentioning
confidence: 99%