Colorimetric Determination of Dissolved Oxygen: Assessment of Methodological Influences on Iodine Spectra, Isosbestic Point, Precision and Accuracy

The colorimetric method for determining dissolved oxygen concentrations in freshwater and seawater samples essentially relies on measuring the absorbance of released I<sub>2</sub> and I<sub>3</sub> <sup>-</sup> in a mixed form. While this approach is relatively quick and convenient, it is susceptible to significant temperature effects during analysis, irrespective of field temperatures. Additionally, the influences of spectrophotometric absorbance wavelengths and iodine concentrations on oxygen concentration determinations are ambiguous. We found that, while iodine concentration and absorbance wavelength impart minor influences, temperature changes during sample analysis alter the fractionation of two major iodine species (I<sub>2</sub> and I<sub>3</sub> <sup>-</sup>) and affect their spectra, with the latter effect imparting the greatest influence on oxygen concentrations. An empirical molar extinction coefficient was defined for the mixture (consisting of 96% I<sub>3</sub> <sup>-</sup> and 4% I<sub>2</sub>), yielding values of 2282, 1115, and 792 M<sup>-1</sup> cm<sup>-1</sup> at 25 °C at the most commonly used wavelengths of 430, 456, and 466 nm, respectively. Altering the temperature led to variances in absorbance by 0.33%, 0.42%, and 0.51% °C<sup>-1</sup> at 430, 456, and 466 nm, respectively. Therefore, for absorbances measured at 456 nm, a room temperature correction can be applied to the empirical molar coefficient by 1115 M<sup>-1</sup> cm<sup>-1</sup> × [1 + (room temperature - 25 °C) × 0.0042]. Reducing room temperature differences between samples and calibration solutions became the most important factor in maintaining the precision and accuracy of the measurement. With these precautions, a precision of ∼0.2% (coefficient of variation) over the normal surface water oxygen concentration of around 250 μM can be readily achieved at all tested wavelengths. This method offers a linear oxygen concentration range of 0-650 μM.

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Publication Details

Journal
ACS Omega
Published
2024-11-11
DOI
https://doi.org/10.1021/acsomega.4c09084
Citations
3
Primary Topic
Analytical Chemistry and Sensors
Type
article
Field-Weighted Citation Impact
0.87

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article

Colorimetric Determination of Dissolved Oxygen: Assessment of Methodological Influences on Iodine Spectra, Isosbestic Point, Precision and Accuracy

Brandon M. Stephens, Cheng-Jung Li, Su‐Cheng Pai
3 citations
ACS Omega
Analytical Chemistry and Sensors
0.87
article

Colorimetric Determination of Dissolved Oxygen: Assessment of Methodological Influences on Iodine Spectra, Isosbestic Point, Precision and Accuracy

Brandon M. Stephens, Cheng-Jung Li, Su‐Cheng Pai
article en
3 citations

Abstract

The colorimetric method for determining dissolved oxygen concentrations in freshwater and seawater samples essentially relies on measuring the absorbance of released I<sub>2</sub> and I<sub>3</sub> <sup>-</sup> in a mixed form. While this approach is relatively quick and convenient, it is susceptible to significant temperature effects during analysis, irrespective of field temperatures. Additionally, the influences of spectrophotometric absorbance wavelengths and iodine concentrations on oxygen concentration determinations are ambiguous. We found that, while iodine concentration and absorbance wavelength impart minor influences, temperature changes during sample analysis alter the fractionation of two major iodine species (I<sub>2</sub> and I<sub>3</sub> <sup>-</sup>) and affect their spectra, with the latter effect imparting the greatest influence on oxygen concentrations. An empirical molar extinction coefficient was defined for the mixture (consisting of 96% I<sub>3</sub> <sup>-</sup> and 4% I<sub>2</sub>), yielding values of 2282, 1115, and 792 M<sup>-1</sup> cm<sup>-1</sup> at 25 °C at the most commonly used wavelengths of 430, 456, and 466 nm, respectively. Altering the temperature led to variances in absorbance by 0.33%, 0.42%, and 0.51% °C<sup>-1</sup> at 430, 456, and 466 nm, respectively. Therefore, for absorbances measured at 456 nm, a room temperature correction can be applied to the empirical molar coefficient by 1115 M<sup>-1</sup> cm<sup>-1</sup> × [1 + (room temperature - 25 °C) × 0.0042]. Reducing room temperature differences between samples and calibration solutions became the most important factor in maintaining the precision and accuracy of the measurement. With these precautions, a precision of ∼0.2% (coefficient of variation) over the normal surface water oxygen concentration of around 250 μM can be readily achieved at all tested wavelengths. This method offers a linear oxygen concentration range of 0-650 μM.

ACS OmegaVol. 9(47)
National Taiwan University (TW)
National Science Council, National Science and Technology Council
Clean water and sanitation
Openalex Percentile: Top 29%
Analytical Chemistry and Sensors
0.87
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