 
          3052
        
        
          Proceedings of the 18
        
        
          th
        
        
          International Conference on Soil Mechanics and Geotechnical Engineering, Paris 2013
        
        
          4 CONCLUSION
        
        
          The present study examined an example of optimization of a
        
        
          phyto-extraction process in the presence of metal ions, based on
        
        
          numerical modeling. According to the assumptions related to
        
        
          the model and the analyzed scenarios, it was highlighted that, by
        
        
          modifying root depth and introducing irrigation, the phyto-
        
        
          extraction process could be optimized for contaminants
        
        
          characterized by low (e.g. Zn
        
        
          2+
        
        
          ), and high (e.g. Pb
        
        
          2+
        
        
          ) retardation
        
        
          factors. Moreover, both cases studied evinced better
        
        
          performances for root distribution shallower than plume
        
        
          contamination.
        
        
          As a general consideration, the proposed methodology
        
        
          provided important data for the design and evaluation of a
        
        
          phyto-extraction process.
        
        
          5 ACKNOWLEDGEMENTS
        
        
          The authors would like to thank the Institutions of the
        
        
          Brazilian Government CAPES and CNPq for the scholarships,
        
        
          and FAPERJ, for the constant support on research.
        
        
          6 REFERENCES
        
        
          Allen R.G., Jensen M.E., Wright J.L., Burman R.D. 1989. Operational
        
        
          estimates of reference evapotranspiration. American Society of
        
        
          Agronomy. Madison, WI, USA.
        
        
          Allen R.G., Pereira L.S., Raes D., Smith M. 1998. Crop
        
        
          evapotranspiration: guidelines for computing crop water
        
        
          requirements. FAO Irrigation and Drainage Papers. Food and
        
        
          Agriculture Organization of the United Nations. Rome, Italy.
        
        
          CONAMA 2009. Resolução no 420. Publicação DOU nº 249, do
        
        
          30/12/2009.
        
        
          Feddes R.A., Zaradny H.K., Kowalik P.J. 1978. Simulation of Field
        
        
          Water Use and Crop Yield. John Wiley & Sons Inc. New York,
        
        
          NY, USA.
        
        
          ITRC 2009. Phytotechnology Technical and Regulatory Guidance and
        
        
          Decision Trees, Revised, PHYTO-3. Interstate Technology &
        
        
          Regulatory Council, Phytotechnologies Team, Tech Reg Update.
        
        
          Washington, D.C.
        
        
          Jungk A.O. 2002. Dynamics of nutrient movement at the soil-root
        
        
          interface. in Plant roots: The Hidden Half. Marcel Dekker, Inc.
        
        
          New York. 587-616.
        
        
          Lugli F. 2011. Numerical Modeling of Phytoremediation Processes of
        
        
          Soils. M.Sc. Thesis. Civil Engineering Department. COPPE /
        
        
          Federal University of Rio de Janeiro. Rio de Janeiro.
        
        
          Lugli F. and Mahler C.F. 2012. Modeling vadose zone contaminant
        
        
          transport and root solute uptake in a phyto-extraction processes.
        
        
          10th World Congress On Computational Mechanics. São Paulo.
        
        
          Lugli F., van Genuchten M.T., Mahler C.F. 2011. Phytoremediation:
        
        
          Simultaneous calibration of contaminant soil sorption and plant
        
        
          uptake. SETAC Europe 21st Annual Meeting. Milan.
        
        
          Shackelford C.D. and Daniel D.E. 1991. Diffusion in Saturated Soil .1.
        
        
          Background. J Geotech Eng-Asce. Vol. 117, 467-484.
        
        
          Šim
        
        
          ů
        
        
          nek J. and Hopmans J.W. 2009. Modeling compensated root water
        
        
          and nutrient uptake. Ecological Modelling. Vol. 220, 505-521.
        
        
          Šim
        
        
          ů
        
        
          nek J., Šejna M., Saito H., Sakai M., van Genuchten M.T. 2009.
        
        
          The HYDRUS-1D Package for Simulating the Movement of Water,
        
        
          Heat, and Multiple Solutes in Variably Saturated Media, Version
        
        
          4.08. Department of Environmental Sciences, University of
        
        
          California. Riverside, California, USA.
        
        
          Soares M.R. 2004. Distribution Coefficient (Kd) Of Heavy Metals In
        
        
          Soils Of The State Of São Paulo. PhD Thesis. Agronomy
        
        
          Department. Agriculture School "Luiz de Queiroz" / USP.
        
        
          Piracicaba, São Paulo.
        
        
          Tavares S.R.d.L. 2009. Phytoremediation of Soil and Water in Areas
        
        
          Contaminated by Heavy Metals from the Provision of Hazardous
        
        
          Waste. PhD Thesis. Civil Engineering Department. COPPE /
        
        
          Federal University of Rio de Janeiro. Rio de Janeiro.
        
        
          Tomasella J., Pachepsky Y., Crestana S., Rawls W.J. 2003. Comparison
        
        
          of two techniques to develop pedotransfer functions for water
        
        
          retention. Soil Sci Soc Am J. Vol. 67, 1085-1092.
        
        
          Truong P.N.V., Foong Y., Guthrie M., Hung Y.-T. 2010.
        
        
          Phytoremediation of Heavy Metal Contaminated Soils and Water
        
        
          Using Vetiver Grass. in Environmental Bioengineering. Humana
        
        
          Press. 233-275.
        
        
          van Genuchten M.T. 1980. A Closed-Form Equation for Predicting the
        
        
          Hydraulic Conductivity of Unsaturated Soils. Soil Sci Soc Am J.
        
        
          Vol. 44, 892-898.
        
        
          Vogel T. 1988. SWMII-Numerical model of two-dimensional flow in a
        
        
          variably saturated porous medium. Research report nr. 87.
        
        
          Vakgroep Hydraulica en Afvoerhydrologie. LUW (1988) 120 pp.
        
        
          Wesseling J.G. 1991. Meerjarige simulatie van grondwaterstroming
        
        
          voor verschillende bodemprofielen, grondwatertrappen en
        
        
          gewassen met het model SWATRE. DLO-Staring Centrum.
        
        
          Wageningen.