This time around I decided, after much fruitless searching
for a climate related topic, to look at where are ideal locations in the United
States to grow grapes (without excess irrigation and manipulation). It is well
known that California has been in a long standing drought, and yet is one of
the largest producers of both wine and various vegetable crops. I settled on
grapes, however because I just find viticulture more interesting.
Essentially this project boils down to a nationwide site
survey. To do this I pulled in climate data compiled from 30 years of data from
WorldClim. I chose three variables: average temperature (°C), solar radiation (kJ
m-2 day-1), and annual precipitation (mm). Each variable
had a raster for each month of the year, so I built a small model to process
all of these rasters using an iterator, then ran extract by mask to clip them
to the shape of the US, then re-projected and resamples them into USA Albers
Equal Area Conic and to 10,000m respectively. The growing season for grapes is between March and September, so I created rasters of the average of solar radiation and temp for the growing season, as well as a cumulative raster of precipitation.
Figure 2 - Top: map of solar radiation through the grow season (kJ m^-2 day^-1); Bottom left: average precipitation during the grow season (inches of rain); Bottom right: average temperature during the grow season (°C).
To decide where would be best given these three variables I
used fuzzy logic. Fuzzy logic differs
from binary logic in that instead of something being true or false (1 or 0),
membership within the set (or something being true) is measured on a scale from
0 to 1 with a range of values of how likely something is to be a member (more on fuzzy logic here, here, and from ESRI.). I converted
the variables raster into fuzzy members and then ran a fuzzy overlay (fuzzy
And) using all three. What it produced were these maps showing ideal places
where grapes should grow well.
Figure 3 - This fuzzy overlay used a fuzz Or method, which shows a larger portion of the country as ideal. |
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