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Influence of internal loading on phosphorus concentration in shallow lakes before and after reduction of the external loading
Authors:van der Molen  Diederik T  Boers  Paul C M
Institution:(1) National Institute for Inland Water Management and Waste Water Treatment, Lelystad, The Netherlands
Abstract:An analysis of data from 49 shallow lakes showed, that the parameters of empirical models between phosphorus loading and concentration in the lake (e.g. Vollenweider type of relations) differ significantly for lakes without or with a reduced external loading. For lakes without a reduction of the external loading the summer phosphorus concentration is determined by the external phosphorus loading and the hydraulic loading. For these lakes the lsquoclassicalrsquo models suffice; deviations between calculations and measurements are partly due to errors made in the determination of the loading.In contrast, for lakes where the external loading was reduced, the measured internal loading explains most of the variation in the summer lake concentration. The external loading is of minor importance and the lsquoclassicalrsquo models cannot be applied. The internal loading measured before reduction of the external loading is not useful in predicting the concentration afterwards. Instead of the internal loading, the sediment composition can be used. The advantage of using sediment composition is that these variables are easier to determine and vary less in time. The most promising variable is the ratio between total P and total Fe in the sediment.Abbreviations: Qs hydraulic loading (m y-1) - sgr hydraulic retention time (y) - Lext external phosphorus loading (gP m-2 y-1) - Lint internal phosphorus loading (gP m-2 y-1) - Plake phosphorus concentration in the lake (gP m-3) - Pinlet phosphorus concentration in the inlet water (gP m-3) - Psed phosphorus content on the sediment (gP kg-1 d.w.) - Fesed iron content of the sediment (gFe kg-1 d.w.) - Y dependent variable multiple regression calculations - X1, X2 independent variables multiple regressions calculations - a, a1 constants - a2, b constants
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