[work] Re: [Qgis-user] No reference or details
aboutthe "topological editiing" option in the documentation
Woolard, Zachary S.
zwoolard at moorecountync.gov
Wed Oct 22 14:22:05 EDT 2008
I just wanted to raise the point that you can set up topological editing
in ESRI products. You can set up shared boundaries between polygons,
along with several other topology rules. The only stipulation is that
the data be in a geodatabase.
From: qgis-user-bounces at lists.osgeo.org
[mailto:qgis-user-bounces at lists.osgeo.org] On Behalf Of Andreas Neumann
Sent: Wednesday, October 22, 2008 2:15 PM
Subject: Re: [work] Re: [Qgis-user] No reference or details aboutthe
"topological editiing" option in the documentation
Tara Athan wrote:
> I don't see anything in chapter 4 about topological editing. I am
> unfamiliar with this option- when and how is it invoked?
Hi Tara and others,
In ESRI, QGIS, Postgis and many other GIS relying on the "relatively
primitive" spaghetti model there are no shared boundaries for adjacent
polygons like it used to be in good old ArcInfo or in today's GRASS GIS.
This means if you want to edit a "shared" (actually not shared) boundary
you'd have to move the same vertices in both boundaries. The
"topological editing" on QGIS means The option "Enable topological
editing" is for editing and maintaining common boundaries in polygon
mosaics. QGIS "detects" a shared boundary in a polygon mosaic and you
only have to move the vertex once and QGIS would take care about
updating the other boundary.
There is also another option that avoids overlaps in polygon mosaics,
called "Avoid intersection of new polygons". It is for quicker
digitizing of adjacent polygons. If you already have one polygon, it is
possible with this option to digitise the second one such that both
intersect and qgis then cuts the second polygon to the common boundary.
The advantage is that users don't have to digitize all vertices of the
common boundary (quoted from a previous thread on this topic).
Hope this clarifies the two settings related to "topological editing".
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