Application of a silicone rubber passive sampling technique for monitoring PAHs and PCBs at three Belgian coastal harbours

A 4-year monitoring was performed to study the freely dissolved water concentrations of PAHs and PCBs in three coastal harbours and at an offshore station in the North Sea. The results are part of a more extensive study to provide information on occurrence, distribution and effects of pollutants in the Belgian coastal zone. Several methods for the estimation of freely dissolved water concentrations are reported in the literature. In the present study silicone rubber passive samplers were used. The non-linear least-square (NLS) method proved to be suitable for estimating sampling rates when using the following performance reference compounds: fluorene-d10, phenanthrene-d10, fluoranthene-d10, benzo(e)pyrene-d12, coronene-d12, CB10, CB14, CB50, CB104, CB145 and CB204. The application of two NLS methods for estimating the sampling rate (Rs) resulted in significant differences for freely dissolved concentrations for individual compounds of up to 30% between the two methods. A model that takes into account the decrease of sampling rate for compounds with higher molecular weight should give a more accurate Rs and was the preferred estimation method. Rs varied from 0.9 to 34.8 L d−1 for the different target compounds, while estimated freely dissolved concentrations for sum 15 PAHs varied between 3.9 and 170 ng L−1 and for sum 14 PCBs between 0.030 and 3.1 ng L−1. The stations located within marinas showed the highest level of contamination, while the offshore station (5 mile from coastline) exhibited the lowest level. The implications of the use of passive samplers for monitoring programs are discussed.

Figure optionsDownload as PowerPoint slideHighlights
► We monitor coastal marine water for four consecutive years.
► We use PDMS passive samplers to measure freely dissolved concentrations.
► We compare sampling rate estimation methods.
► We measure up to 170 ng L−1 for sum 15 PAHs and up to 3.1 ng L−1 for sum 14 PCBs.