M3C2 Parameters
Posted: Wed Jul 20, 2016 4:15 pm
Dear admins and users,
I'm a new user of CloudCompare. After I red the scientific paper on the M3C2 algorithm, I'm trying to estimate mathematically the scale D and the projection d on my point clouds. For this purpose I've tried to calculate the mean roughness sigma(D), using the tool, on the reference cloud and multiplied it by 25 to estimate the scale D. Moreover, since the density of the reference cloud is almost 4 pts/cm², I thought that d = 0.1 m should be suitable to include a large number of points. Is the calculation method above right?
I've tried to compute the M3C2 distances between two point clouds related to a Cliff oriented along the IV quadrant (X, -Y) with the following settings: Scale= 1.5, projection= 0.2, Max depth = 1.5, Calculation mode= Default, preferred orientation = -Y. In attachement you can find a print screen of the M3C2 results. I noted an incorrect sequence of negative and positive distances (Red and Blue points).
Do you have any idea about the origin of this erroneous effect? Is it related to the orientation of the Normals?
Thanks for your support.
I'm a new user of CloudCompare. After I red the scientific paper on the M3C2 algorithm, I'm trying to estimate mathematically the scale D and the projection d on my point clouds. For this purpose I've tried to calculate the mean roughness sigma(D), using the tool, on the reference cloud and multiplied it by 25 to estimate the scale D. Moreover, since the density of the reference cloud is almost 4 pts/cm², I thought that d = 0.1 m should be suitable to include a large number of points. Is the calculation method above right?
I've tried to compute the M3C2 distances between two point clouds related to a Cliff oriented along the IV quadrant (X, -Y) with the following settings: Scale= 1.5, projection= 0.2, Max depth = 1.5, Calculation mode= Default, preferred orientation = -Y. In attachement you can find a print screen of the M3C2 results. I noted an incorrect sequence of negative and positive distances (Red and Blue points).
Do you have any idea about the origin of this erroneous effect? Is it related to the orientation of the Normals?
Thanks for your support.