Mathematical Model for Sequential Pickup of Chemical Contaminants by Magnetic Particles
Publication: Journal of Environmental Engineering
Volume 139, Issue 6
Abstract
Two conceivable types of mathematical model, i.e., exponential or hyperbolic, that describe the sequential pickup of a contaminant from a substrate upon successive treatment with magnetic particles have been developed and tested. The models were applied to sets of experimental data spanning extremes of system behavior. Allowance was made within each model to account for departure from ideality. The nonideal hyperbolic model was identified as being the one that can be better applied to the experimental data. The successful application of this model to a given data set enables a pickup efficiency that is based on all of the available experimental data to be accurately determined. Thus, it was found that the pickup efficiency is highly correlated with one of the fitting parameters introduced to account for nonidealized behavior. The ability to accurately assess removal efficiency in the sequential pickup of chemical contaminants by magnetic particles is essential for the optimization of this technology for practical application in the field, particularly with respect to environmental remediation.
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Acknowledgments
This work was conducted with the generous support of the Australian Research Council under ARC Linkage Grant No. LP0989407. The authors are also grateful to the Penguin Foundation, Phillip Island, Victoria, Australia, for their support of this work.
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© 2013 American Society of Civil Engineers.
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Received: Apr 28, 2012
Accepted: Nov 13, 2012
Published online: Nov 15, 2012
Published in print: Jun 1, 2013
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