Because
of the assumptions defined in our analysis, errors are undoubtedly
present. While working with the data, we found that the Yukon Basin was
straddling both Alaska and the Yukon. In order to avoid using two
different sets of stream networks, infrastructure, and town layers from
two different countries, we decided to clip the Yukon Basin and focus on
the Alaskan portion. Two subbasins had a small area cut off within the
Yukon and this was assumed to have an insignificant effect on our
results.
Uncertainties and Errors
- Soil and Vegetation layers
There
may be human errors associated with our soil and vegetation layers
because it was a subjective part of our analysis. By ranking the
drainage efficiency of the vegetation and soil types from 1-7, we
discounted the magnitude of importance between each soil or vegetation
type within the soil and vegetation layers. If more research into how
each soil type or vegetation cover compared to one another could be
done, this would improve the accuracy of our results. Also, we could
not take all the confounding factors into account to predict soil and
vegetation effects on flood risk. For example, although Dunelands are
very permeable to water, a lack of vegetation could increase risk of
floods.
- Drainage density and precipitation layers
Drainage
density only includes rivers that are visible at 1:1,000,000 scale,
which means that there are a few exclusions of small streams and
rivers that can potentially affect the results of our drainage density
calculations. The scale of 1:2,000,000 streams data was used to attempt
the analysis but due to the large volume of the data, the ArcGIS
software was unable to load fast enough. In addition, we assumed that
the precipitation for each subbasin to be the sum of the annual precipitation
rate for each of the raster cell in the subbasin. This was done to account
for the flow of water from the mountains to the accumulation areas down
in the flat zones. However, by calculating the total annual
precipitation and drainage basin density for each subbasin,
uncertainty was added to our results because this decreased the spatial
resolution of our analysis.
- Accumulation area
For
the accumulation layer, we assumed that the top 97% of the accumulation
area to be prone to flooding. This number was determined by examining the
map and trying different reclassification values. 97% was found to be the most reasonable number as it gave most
of the areas of accumulation in the low-lying regions of our study
area. At the same time, this posed an uncertainty in our analysis.
Further research needed to be done in order to have a more reasonable
percentage during reclassification. In addition, the uncertainty also occurs when
the operation of buffers surrounding the accumulation areas. We have
assumed a distance of 5km for the buffer but it is totally arbitrary
and further investigation needs to be done in order to produce a more
valid result. The resolution is also a source of error for the analysis
of this layer. Since the the accumulation area is such a small portion
of the study area, a smaller resolution (rather than a cell size of
around 1044m) should be used to produce a more accurate result.
Finally, the conversion of this layer back and forth between raster and
vector data (for the buffer operation) might have also posed some
errors in our analysis.
- Wetland
As
shown on the map (see the "Method" section), wetlands usually occur
where the rivers are. However, with respect to the drainage density
criteria, it should be the subbasin that has the higest abundance of
rivers and streams that are more likely to flood. Therefore, we suspect
that the inclusion of the wetland into the MCE analysis contradicts the
fact that floods tend to occur near rivers and more research needs to
be done to present a more reliable result.
For the AHP, the weight of importance for each of the
criterion was subjectively determined because no “optimal weights”
exist. However, a sensitivity analysis was conducted (see next section)
to show the differences in results using different weighing systems. We
have assumed that our determination of the rankings produced the most
reliable result out of all. Also, the a non-zero consistency ratio
(0.013) for the AHP operation may present a very slight error but it
is the lowest number that we were able to produce and therefore was
assumed to be a negligible error.
Although
we chose to use a linear fuzzy membership for all our factors, as this
presented the most sensible results, the resulting standardized layers
may not be ideal because the data is not always linear. Moreover, the
flood-risk area was defined to be the top 30% of the weighted sum
results. However, this could give different results depending on our
reclassification; we cannot say whether 30% is the best cut-off, but it
the standardized values seemed appropriate.Hence, any reclassification
preformed in this analysis could present human errors. In addition, the
towns and infrastructure data are both quite course in resolution, which
can affect our result in the total population that might be at risk of
flood and also the lengths of infrastructure affected.
Sensitivity Analysis
In
order to quantify the differences when the priority of flood-risk
factors are changed, we have preformed a sensitivity analysis on the
effect of changing the weight delegations of our risk factors. Our
approach to this analysis was based on correlational factors that are
likely to affect flooding. Perhaps future flood analyses could minimize
errors by applying hydrological models that are more process based
rather than rely on correlational factors.
The four maps for the sensitivity analysis are present below (Figure 11):
Figure 11. Sensitivity analysis results
a. wtd_accu b. wtd_soil c. equalwtd d. wtd_precip

Figure 12. MCE result mapAs
shown above, Wtd_soil is the resulting layer where soil and vegetation
were weighted the heaviest in the MCE analysis (b). There is quite a
large portion of the high flood-risk areas located on the mountain tops
and in steeply sloped areas, where the vegetation and soil are both
favourable for floods based on our ranking criteria. When precipitation
is weighted the heaviest, however, the resulting map showed abrupt
changes in flood risks at the boundaries of the subbasins. Because our
precipitation map was spatially simplistic, blocking of the subbasins also
occured in the sensitivity analysis (d). The spatial resolution of the
weighted sum map greatly depended on the weighting of spatially poor
flood-risk factors that we derived. Based on our sensitivity analysis,
it seemed our results are quantitatively and qualitatively most
sensitive to different weights applied to the soil and vegetation layer
which may be due to our ranking system. A summary table is shown below
for a clear comparison of the differences between the results using
different weights.
Table 6. Sensitivity analysis summary table