In this week’s lab, we learned about least cost path
analysis and corridor analysis using cost surfaces. The first part of the lab was an exercise in
which we learned to create least-cost path analyses, using different weights on
set criteria to determine the optimal path for a new pipeline. Then we were to
perform a corridor analysis showing the potential movement of black bears
between the two sections of Coronado National Forest, and to create a map of
the latter corridor analysis.
In the first part, we were to create several least-cost path
analyses using different settings. Our first criteria involved using the Slope
tool on an elevation layer and reclassifying it, which we learned last week. We
created cost distance and backlink rasters, both of which are needed to perform
the least-cost analysis. In the second scenario, we added river crossings as an
additional factor. Once the data was reclassified, we used the Raster
Calculator to add the criteria together, and used this new cost surface to
create a least-cost analysis. The third scenario expanded to cost to within a
certain distance of a river, and we created a third least-cost analysis. To
this point, we only created cost distances from the source; to create a
corridor, we needed to create a cost distance from the destination as well, and
use the Corridor tool to calculate an optimum corridor.
The second part of the lab was another corridor analysis. This
time we were to show the potential movement of black bears between two sections
of Coronado National Forest. I live not far up the road, so I know the geography,
which was beneficial, as I could get a “feel” for the geographic region I was
working with. The three criteria for the habitat corridor were the distance from
roads, the elevation, and the type of land cover. We wanted our corridor to be
a reasonable distance away from roads, black bears prefer mid-elevation areas,
and they prefer specific types of forest and vegetation. I created a
suitability model using those 3 criteria in a weighted overlay, the result of
which was inverted to show that higher suitability describes lower travel cost.
To obtain a meaningful corridor, I read the provided literature and tried a
couple of different classifications to find a good threshold value. The map
below shows three possible optimum corridors black bears could use to travel
between the two sections of the Coronado National Forest.
Knowing a lot about the geography of the general area and
where it’s sparsely populated also allowed me to find my corridor on a map and
see that these do seem to be the optimum corridors based on the criteria. One note
is that there were a lot of files created during the course of this lab, so I
tried to make sure the names were as descriptive as possible to not get
confused. This was sometimes difficult as we are often only allowed 13
characters for the file name lengths, but that usually wasn’t too bad. I had
some trouble with the weighted overlay, and it took some time to find that it
was weighting my classifications incorrectly, but troubleshooting problems is
another way of learning. I really enjoyed learning about corridor analysis and
I hope to get more practice using these techniques in the future.