Literature DB >> 21446769

A contaminant trap as a tool for isolating and measuring the desorption resistant fraction of soil pollutants.

Philipp Mayer1, Jannik L Olsen, Varvara Gouliarmou, Marion Hasinger, Romana Kendler, Andreas P Loibner.   

Abstract

Bioremediation of contaminated soils often leaves a desorption-resistant pollutant fraction behind in the soil, which in the present study was isolated with a combination of diffusive carrier and infinite diffusive sink. Such a diffusive sink was made by casting a composite of silicone and activated carbon into the bottom of a large glass. Field-contaminated soil samples were then suspended in a cyclodextrin solution and incubated in such glasses for the continuous trapping of PAH molecules during their release from the soil matrix. The PAH concentrations remaining in the soil were determined by exhaustive extraction and compared with a biodegradation experiment. The concentration decline in the first soil was faster in the contaminant trap than in the biodegradation experiment, but the halting of the biodegradation process before reaching the legal threshold level was well indicated by the contaminant trap. The PAH concentrations in the second soil hardly decreased in the traps at all, in good agreement with the biodegradation experiment. The PAHs in this soil appeared to be "stuck" by strong sorption. The contaminant trap proved to be a practical approach to the isolation and quantification of the desorption-resistant PAH fraction.

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Year:  2011        PMID: 21446769     DOI: 10.1021/es1033124

Source DB:  PubMed          Journal:  Environ Sci Technol        ISSN: 0013-936X            Impact factor:   9.028


  2 in total

1.  A rapid experimental protocol to determine the desorption resistant fraction of sediment-sorbed hydrophobic organic contaminants.

Authors:  Ping Zhang; Siyuan Huang; Amy T Kan; Mason B Tomson
Journal:  Environ Sci Pollut Res Int       Date:  2019-11-20       Impact factor: 4.223

2.  The leaching of phthalates from PVC can be determined with an infinite sink approach.

Authors:  Charlotte Henkel; Thorsten Hüffer; Thilo Hofmann
Journal:  MethodsX       Date:  2019-11-06
  2 in total

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