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Published online 5 January 2006
Published in J Environ Qual 35:334-341 (2006)
DOI: 10.2134/jeq2005.0181
© 2006 American Society of Agronomy, Crop Science Society of America, and Soil Science Society of America
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Effects of Plants on the Removal of Hexavalent Chromium in Wetland Sediments

Shangping Xu* and Peter R. Jaffé

Department of Civil and Environmental Engineering, Princeton University, Princeton, NJ 08544



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Fig. 1. Pore water Cr(VI) concentrations: (A) after 6 mo of operation; and (B) after 11 mo of operation. The Phragmites australis (without acetate) microcosm was only sampled once after 6 mo of operation. Lines represent nonlinear regression curves of the concentrations against depth. Chromium(VI) removal rates were calculated based on the regression curves to minimize the effects of experimental variations.

 


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Fig. 2. Conceptual graph showing the mechanism by which plant transpiration concentrates conservative dissolved species. For a thin layer of sediment with transpiration rate of Qtranspiration and inflow rate Qinflow with concentration of Cinflow, the outflow rate Qoutflow = QinflowQtranspiration, and its concentration in the outflow Coutflow = (QinflowCinflow)/(Qoutflow) > Cinflow. With the known drainage rate and the vertical concentration profile of a conservative species, the transpiration and inflow rates for a specific layer can be estimated: QN – 1 = CNQN/CN – 1; QN – 1t = QN – 1QN; Qi – 1 = CiQi/Ci – 1; Qi – 1t = Qi – 1Qi. Here N represents total number of layers, while i is the sequential number of one specific layer; i = 0 for the sediment right beneath the water–sediment interface; QN – 1 is the inflow rate of layer N – 1, QN – 1 is the outflow rate of layer N – 1, and QN – 1t represents the transpiration rate in layer N – 1.

 


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Fig. 3. Pore water SO42– profiles: (A) after 6 mo of operation; and (B) after 11 mo of operation. The Phragmites australis (without acetate) microcosm was only sampled once after 6 mo of operation. Lines represent nonlinear regression curves of the concentrations against depth.

 


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Fig. 4. Relationship between aqueous Cr(VI) concentrations and Cr(VI) removal rates: (A) after 6 mo of operation; and (B) after 11 mo of operation.

 


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Fig. 5. Concentrations of Cr(III) precipitated in the sediment.

 


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Fig. 6. Relationship between Cr(III) precipitation and Cr(VI) removal rate.

 


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Fig. 7. Loss of Cr(VI) in the incubation experiment with 100 mL of degassed Hoagland solution with 5 mM Na acetate and 2.0 mg L–1 Cr(VI): A = solution only; B = autoclaved solution only; C = solution with 4 g of sediment samples (10–12 cm) from the Typha latifolia microcosm; D = same as C but autoclaved; E = solution with 4 g of sediment samples (10–12 cm) from the Phragmites australis microcosm that received 2 mM acetate from the nutrient solution; and F = same as E but autoclaved. Error bars are smaller than symbols.

 





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