This week’s lab was about testing the horizontal accuracy of
road networks while following the procedures of the National Standard for
Spatial Data Accuracy (NSSDA). After downloading
the data and creating street networks for both the City and the StreetMap USA
data sets, I used the Sampling Design Tool addin for ArcGIS to create 100
random junction points, starting with the City data. I wanted a total of 20 “well-defined”
points, which in this case are road intersections. I picked 20 intersections in
a reasonably well-distributed manner on the City dataset; I then turned on the
StreetMap USA data layer and matched the junctions on that map. Below is a
screenshot of my 20 points using the City data.
I created new layers from these selections, so that I now
had layers showing the 20 points I was using to calculate the positional
accuracy. Then I created a blank reference data layer, in which I used the
orthophotos provided to create 20 reference points, again matching the
intersection (I used the center of the intersection for each point). When
looking at the two datasets as well as the orthophotos, some of the StreetMap
USA roads went through buildings, and the road network seemed incomplete in
places. The City data seemed much more complete and seemed to go down the
middle of the roads indicated on the orthophotos, so the City data appeared
more accurate. At this point, I used the Add XY coordinates tool for all 3
layers, and imported the data into 2 Excel tables – one for the City data and
one for the StreetMap USA data. Using the NSSDA worksheet provided, I quickly
calculated the sum, average, RMSE, and the NSSDA accuracy.
Using the NSSDA procedures, I was able to create an accuracy
statement for both datasets:
City Data: This data has been tested to meet 19.4 feet
horizontal accuracy at the 95% confidence level.
StreetMap USA Data: This data has been tested to meet 686.7
feet horizontal accuracy at the 95% confidence level.
As was suggested by the map appearance when overlaid over
the orthophotos, the City data is much more positionally accurate than the
StreetMap USA data.
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