HypOnFjordFish cruise 2020 June
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 Torunn S. Sagen and Lise B.
Apelthun. Winkler titrations were done by Torunn S. Sagen and Lise B.
Apelthun.
We collected at total of 91 winkler samples. Of
these, 3 was/were flagged as bad during the initial
collection or because uncalibrated values were below the threshold of 10
umol/kg.
0 samples were part of a duplicate or triplicate
sampling (i.e. a total of 0 niskin bottle(s) had been sampled
more than once). 0 these duplicates/triplicates (i.e. 0 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 88 unique winkler
samples.
30 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 3 datapoint(s)
(5 % of remaining points) through 2 round(s) of iterative
outlier removal using 2.5 x RMSE as the outlier threshold.
This lead to a total of 55 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 = 0.5 + 1.046 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: