I don't see any changes in v.delaunay itself from RC4, though maybe
there are changes in the vector libraries. Did this work in RC4?
A big difference in RC5 for OSX is that it's now 64bit. Does this work:
arch -i386 v.delaunay in=DelaunayPoints out=DelaunayTriangles
On Jun 16, 2009, at 5:50 PM, Michael Perdue wrote:
Hi,
v.delaunay is generating incorrect results on Mac OS X on my machine
(Intel Mac Pro, Leopard, W. Kyngesburye's GRASS 6.4-RC5 binaries).
The following commands give the results below;
echo "456490.2375|5905949.8625|1
456690.09166667|5905895.5625|2
456570.93333333|5905821.65416667|3
456579.22916667|5905881.9875|4
456494.00833333|5905859.3625|5
456673.5|5905819.39166667|6
456601.85416667|5905782.4375|7
456604.11666667|5905944.58333333|8" | v.in.ascii -n
output=DelaunayPoints cat=3
v.delaunay input=DelaunayPoints output=DelaunayTriangles
Building topology for vector map <DelaunayTriangles>...
Registering primitives...
12 primitives registered
24 vertices registered
Building areas...
100%
4 areas built
1 isles built
Number of nodes: 8
Number of primitives: 12
Number of points: 0
Number of lines: 0
Number of boundaries: 12
Number of centroids: 0
Number of areas: 4
Number of isles: 1
Number of incorrect boundaries: 4
Number of areas without centroid: 4
WARNING: Unable to calculate area centroid z coordinate
100%
Building topology for vector map <DelaunayTriangles>...
Attaching islands...
100%
Attaching centroids...
100%
Number of nodes: 11
Number of primitives: 15
Number of points: 0
Number of lines: 0
Number of boundaries: 12
Number of centroids: 3
Number of areas: 4
Number of isles: 1
Number of incorrect boundaries: 4
Number of areas without centroid: 1
g.region vect=DelaunayPoints
d.mon x0
d.vect DelaunayTriangles
d.vect map=DelaunayPoints color=red width=0 icon=basic/circle size=10
<v.delaunay problem.tiff>
I've tested it on the same machine running Linux and had no issue.
It also ran without issue on Mac OS X with GRASS 6.3. Can anyone
verify that it isn't working properly anymore or could it be a
problem with my installation?
Cheers,
Mike_______________________________________________
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-----
William Kyngesburye <kyngchaos*at*kyngchaos*dot*com>
http://www.kyngchaos.com/
"Those people who most want to rule people are, ipso-facto, those
least suited to do it."
- A rule of the universe, from the HitchHiker's Guide to the Galaxy
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