Has anyone had any luck trying to calculate a radius of on object from a point cloud?
I have point data for several structures (e.g., wind turbine, water towers etc) and I have a fairly detailed Surface Model.
Seems to be quite a tricky task for FME. I would probably try and clip the point cloud by some buffer which I assume will be bigger and then try and get all points which are some percentage of the max height withing the buffer.
Once I have the points then it would be about creating a convex hull and calculate radius based on area (assuming a circle).
Pretty crude...
Any other ideas would be welcome.
Thanks in Advance
Best answer by redgeographics
A few years ago I experimented with this to find the diameters of treetrunks. The process was to get a slice of the points at a certain elevation range above the ground, turn them into 2D points, buffer them slightly and dissolve the buffers to create clusters. Then create a convex hull of all points falling within a cluster and replace that with a bounding box, storing the lengths of the sides in attributes. Get the centerpoint of that bounding box and then replace it with an ellipse.
It didn't work great (partly because the source data wasn't great to begin with) and due to various external reasons my customer declined pursue this further, but I think it has potential.
A few years ago I experimented with this to find the diameters of treetrunks. The process was to get a slice of the points at a certain elevation range above the ground, turn them into 2D points, buffer them slightly and dissolve the buffers to create clusters. Then create a convex hull of all points falling within a cluster and replace that with a bounding box, storing the lengths of the sides in attributes. Get the centerpoint of that bounding box and then replace it with an ellipse.
It didn't work great (partly because the source data wasn't great to begin with) and due to various external reasons my customer declined pursue this further, but I think it has potential.
A few years ago I experimented with this to find the diameters of treetrunks. The process was to get a slice of the points at a certain elevation range above the ground, turn them into 2D points, buffer them slightly and dissolve the buffers to create clusters. Then create a convex hull of all points falling within a cluster and replace that with a bounding box, storing the lengths of the sides in attributes. Get the centerpoint of that bounding box and then replace it with an ellipse.
It didn't work great (partly because the source data wasn't great to begin with) and due to various external reasons my customer declined pursue this further, but I think it has potential.
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