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Description
- Run our existing event identification scripts against the baseflow detection routines.
- Initial priority is Strasburg, followed by Mount Jackson, then Coote's Store.
- Run baseflow detection against a single land segment/landuse outflow. N51165 is good candidate
- File: https://deq1.bse.vt.edu/p6/out/land/subsheds/eos/N51165_0111-0211-0411.csv
- Use columns
for_agwo + for_ifwo + for_suro(note: these are in units of inches per day, verify with @ilonah22 if any conversion are needed) - Maybe repeat with
pas_agwo + ...
Ben's Baseline Trimming Function
My Alternate Trimming Function
Implementing Ben's Trimming Function
The following resulting tables, figures, graphs, etc. are based on datasets produced by Ben's Trimming Function
Using the files Ben produced (before/after trimming function), I created scatterplots for each of the sites of interest. I standardized the scaling on the plots to help us visually inspect similarities/differences between the sites (note: the x-axis extends to 1200 cfs but this number is partially cut off on the visual... I will continue to try to fix this). I did not highlight any particular study events in color like I previously had (just to give a very raw visual representation), but if we have any that we want to display at any point, this can be very easily done in the scatterplot function.
Cootes Store
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Mount Jackson
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Strasburg
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| Site | Mean Flow (cfs) — Original | Mean Flow (cfs) — Trimmed | AGWR — Original | AGWR — Trimmed |
|---|---|---|---|---|
| CS | 78.1 | 67.6 | 0.938 | 0.951 |
| MJ | 234.7 | 207.4 | 0.952 | 0.963 |
| S | 411.2 | 362.0 | 0.958 | 0.969 |
None of the R-squared values are strong, but it is interesting to note that Cootes Store's data follows a positive trend relative to the other two sites. Strasburg's average cfs was by far the highest (to be expected).
Trimming reduced mean flow at each site (drops of ~10–15%), suggesting this procedure is cutting the higher peaks but not drastically changing the central tendency. AGWR values are already in a pretty solid range, but the trimming function improves these numbers slightly. We do see changes in the R-squared values when looking at before/after trimming, but these numbers are already quite weak (all occurrences < 0.3).











