HypOnFjordFish & GFI student cruise (GEOF232 &
GEOF337) 2021 February/March
Data for calibration
To calibrate the oxygen data we collected water samples for winkler
titration at different depths and compared these with upcast oxygen
values from the CTD (recorded as the niskin bottle was fired).
Outlier removal procedure
Datapoints flagged as bad were removed prior to data analysis (bad
data included sampling errors, values below the threshold of 10 umol/kg,
negative winkler results and duplicate winkler samples with a difference
larger than 3 umol/kg.).
We also excluded datapoints shallower than 45 m.
After removal of flagged data and data above 45 m, we removed
additional outliers using an iterative outlier removal pocedure with
2.5 x RMSE as the outlier-threshold. If the point’s
residual value (value of the difference between the regression line and
the winkler value) was outside this limit, it was considered an outlier.
After removal of outliers, a new regression line and 2.5 x RMSE
threshold was calculated for the new dataset and the whole procedure was
repeated until no more datapoints were considered outliers or
until the regression had RMSE < 2.
Calibration method
We plotted CTD niskin bottle oxygen against winkler samples and
calculated the linear regression line. Calibrated values were obtained
by inserting raw CTD umol/kg as x in the linear regression equation
(calibration equation).
Oxygen sample overview
Oxygen samples were collected by Martine R. Solås (HypOnFjordFish
cruise) or students (GFI cruise). Winkler titrations were done by
Kristin Jackson-Misje (HypOnFjordFish cruise) or by students (GFI
cruise).
We collected at total of 182 winkler samples. Of
these, 10 was/were flagged as bad during the initial
collection or because uncalibrated values were below the threshold of 10
umol/kg.
20 samples were part of a duplicate or triplicate
sampling (i.e. a total of 10 niskin bottle(s) had been sampled
more than once). 2 these duplicates/triplicates (i.e. 4 individual
winkler samples) were furthermore flagged as bad because the
between-samples difference was more than 3 umol/kg. The remaining
duplicates/triplicates were averaged before analysis so that we only had
one winkler value per niskin bottle per station.
After averaging of duplicates/triplicates and removal of flagged
data, we were left with a total of 160 unique winkler
samples.
40 of these samples were collected shallower than 45
m and consequently removed before further analysis.
The plots below give an overview of the offset between CTD oxygen
and winkler and whether there are clear systematic errors when the
offset is plotted against dissolved oxygen concentration, niksin bottle,
station number or depth/pressure.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Before we created our calibration curve, we removed 8 datapoint(s)
(7 % of remaining points) through 4 round(s) of iterative
outlier removal using 2.5 x RMSE as the outlier threshold.
This lead to a total of 112 datapoints for the final linear
regression (calibration).
![](data:image/png;base64,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)
Calibration
To calibrate the raw CTD data we inserted raw umol/kg as x in the
linear regression equation:
y = 5.08 + 1.0035 x
We can check for strong systematic errors in the calibration by
plotting the calibration-winkler-offset across dissolved oxygen
concentrations, depth, stations and niskin bottle.
Plots with a blue frame are plots where the y axis limits have been
set to -10 to 10 for better inspection (and comparison with other
cruises) of the trend visualized with the linear regression line in
blue. Only data labelled “bad” have been excluded from this trend line
(meaning that data above 45 m and those points that were removed in the
iterative outlier removal process are included).
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Profiles of raw and corrected data
Conversion of raw ml/l to corrected ml/l
We also created a calibration equation for the ml/l unit directly by
converting corrected umol/kg to ml/l and creating a regression between
corrected ml/l and raw ml/l: