Mercury fractionation in marine macrofauna using thermodesorption technique: method and its application
Agnieszka Jędruch , Magdalena Bełdowska , Urszula Kwasigroch , Monika Normant-Saremba , Dominika Saniewska
AbstractMercury (Hg) is one of the most dangerous elements, and its toxicity and ability to accumulate in organisms depend on its chemical form. There are numerous methods of Hg speciation analysis, out of which the least expensive and the least time-consuming one is thermodesorption. The method has been successfully used for the analysis of abiotic samples – soils and sediments. The aim of this study was to verify whether the simplified thermodesorption method can be used in the analysis of the tissues of animal organisms from different trophic levels. Hg fractionation analyses were performed on a DMA-80 analyser (Milestone, Italy). The results presented in this paper are the first published data on Hg fractionation by thermodesorption method in animal tissues. The study showed that the 5-step thermodesorption method can be applied to various types of environmental matrices, which makes it universal. This method is of great importance in terms of estimating the Hg uptake and transfer in the trophic chain, and also enables the assessment of global Hg circulation in the environment. The presented method does not require previous digestion of samples or the use of expensive reagents. It can also be used for the preliminary selection of samples for MeHg analysis. The results obtained by this 5-step fractionation could be comparable with different research, conducted using other Hg analysers.
|Journal series||Talanta, ISSN 0039-9140, (A 40 pkt)|
|Publication size in sheets||1.25|
|Keywords in English||mercury, fractionation, thermodesorption, methylmercury, macrofauna|
|Score|| = 40.0, 04-04-2019, ArticleFromJournal|
= 40.0, 04-04-2019, ArticleFromJournal
|Publication indicators||= 3; : 2016 = 1.27; : 2017 = 4.244 (2) - 2017=3.937 (5)|
* presented citation count is obtained through Internet information analysis and it is close to the number calculated by the Publish or Perish system.