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2015 | OriginalPaper | Buchkapitel

8. Dynamic Geochemical Models to Assess Deposition Impacts and Target Loads of Acidity for Soils and Surface Waters

verfasst von : Luc T. C. Bonten, Gert Jan Reinds, Jan E. Groenenberg, Wim de Vries, Maximilian Posch, Chris D. Evans, Salim Belyazid, Sabine Braun, Filip Moldan, Harald U. Sverdrup, Daniel Kurz

Erschienen in: Critical Loads and Dynamic Risk Assessments

Verlag: Springer Netherlands

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Abstract

This chapter presents four geochemical dynamic models (VSD, MAGIC, ForSAFE and SMARTml) that have been used to assess impacts of nitrogen and acidity inputs on soil and soil solution chemistry. These models differ in their complexity and description of some processes. Some models can be used to calculate effects on surface waters as well. For all models this chapter shows examples of site-scale applications at intensively monitored forested plots in the UK, Germany, Switzerland and Norway, illustrating the adequacy of the model behaviour. Impacts of legislated emission reductions and forest harvest scenarios on soil solution chemistry are illustrated with a MAGIC model application. Besides scenario analyses, dynamic models can also be used to determine target loads, i.e. the deposition to reach a prescribed condition within a given time frame. This chapter introduces the target load concept and presents target load calculations with the MAGIC and the VSD model.

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Vorheriges Kapitel Mass Balance Approaches to Assess Critical Loads and Target Loads of Metals for Terrestrial and Aquatic Ecosystems

Nächstes Kapitel Dynamic Geochemical Models to Assess Deposition Impacts of Metals for Soils and Surface Waters

Aber, J. D., & Federer, C. A. (1992). A generalized, lumped-parameter model of photosynthesis, evapotranspiration and net primary production in temperate and boreal forest ecosystems. Oecologia, 92, 463–474.CrossRef

Achermann, B., Rihm, B., & Kurz, D. (2008). Switzerland. In J.-P. Hettelingh, M. Posch, & J. Slootweg (Eds.), Critical load, Dynamic modelling and impact assessment in Europe. CCE Status Report 2008 (pp. 205–210). Bilthoven: Netherlands Environmental Assessment Agency (PBL).

Aherne, J., Posch, M., Forsius, M., Lehtonen, A., & Härkönen, K. (2012). Impacts of forest biomass removal on soil nutrient status under climate change: A catchment-based modelling study for Finland. Biogeochemistry, 107, 471–488.CrossRef

Alcamo, J., Shaw, R., & Hordijk, L. (1990). The RAINS model of acidification. Dordrecht: Kluwer Academic.

Alveteg, M. (1998). Dynamics of forest soil chemistry. PhD thesis, Lund, Sweden, Reports in Ecology and Environmental Engineering 3:1998, Department of Chemical Engineering II, Lund University.

Alveteg, M., Sverdrup, H., & Warfvinge, P. (1995). Regional assessment of the temporal trends in soil acidification in southern Sweden, using the SAFE model. Water Air and Soil Pollution, 85, 2509–2514.CrossRef

Alveteg, M., Kurz, D., & Becker, R. (2002). Incorporating nutrient content elasticity in the MAKEDEP model. In Reports in ecology and environmental engineering 1-2002 (pp. 52–67). Sweden: Lund University.

Belyazid, S. (2006). Dynamic modelling of biogeochemical processes in forest ecosystems. Doctoral Thesis. Reports in Ecology and Environmental Engineering 2006:1, Sweden: Department of chemical Engineering, Lund University.

Belyazid, S., & Moldan, F. (2009). Use of integrated dynamic modelling to set critical loads for nitrogen deposition based on vegetation change—Pilot study at Gårdsjön. (Report B1875). Swedish Environmental Research Institute IVL.

Belyazid, S., Sverdrup, H., Kurz, D., & Braun, S. (2011). Exploring ground vegetation change for different deposition scenarios and methods for estimating critical loads or biodiversity using the ForSAFE-VEG model in Switzerland and Sweden. Water Air and Soil Pollution, 216, 289–317.CrossRef

Bonten, L. T. C., Groenenberg, J. E., Weng, L., & van Riemsdijk, W. H. (2008). Use of speciation and complexation models to estimate heavy metal sorption in soils. Geoderma, 146, 303–310.CrossRef

Bonten, L., Mol, J., & Reinds, G. J. (2009). Dynamic modelling of effects of deposition on carbon sequestration and nitrogen availability: VSD plus and C and N dynamics (VSD+). In J. P. Hettelingh, M. Posch, & Slootweg J. (Eds.), Progress in the modelling of critical thresholds, impacts to plant species diversity and ecosystem services in Europe. CCE Status Report 2009 (pp. 69–73). Bilthoven: Netherlands Environmental Assessment Agency (PBL).

Bonten, L. T. C., Groenenberg, J. E., Meesenburg, H., & De Vries, W. (2011). Using advanced surface complexation models for modelling soil chemistry under forests: Solling forest, Germany. Environmental Pollution, 159, 2831–2839.CrossRef

Cosby, B. J., Hornberger, G. M., Galloway, J. N., & Wright, R. F. (1985a). Modeling the effects of acid deposition: Assessment of a lumped parameter model of soil water and streamwater chemistry. Water Resources Research, 21, 51–63.CrossRef

Cosby, B. J., Wright, R. F., Hornberger, G. M., & Galloway, J. N. (1985b). Modeling the effects of acid deposition. Estimation of long-term water quality responses in a small forested catchment. Water Resources Research, 21, 1591–1601.CrossRef

Cosby, B. J., Wright, R. F., & Gjessing, E. (1995). An acidification model (MAGIC) with organic acids evaluated using whole-catchment manipulations in Norway. Journal of Hydrology, 170, 101–122.CrossRef

Cosby, B. J., Ferrier, R. C., Jenkins, A., & Wright, R. F. (2001). Modelling the effects of acid deposition: Refinements, adjustments and inclusion of nitrogen dynamics in the MAGIC model. Hydrology and Earth System Sciences, 5, 499–517.CrossRef

De Vries, W., Posch, M., & Kämäri, J. (1989). Simulation of the long-term soil response to acid deposition in various buffer ranges. Water Air and Soil Pollution, 48, 349–390.CrossRef

De Vries, W., Solberg, S., Dobbertin, M., Sterba, H., Laubhann, D., van Oijen, M., Evans, C., Gundersen, P., Kros, J., Wamelink, G. W. W., Reinds, G. J., & Sutton, M. A. (2009). The impact of nitrogen deposition on carbon sequestration by European forests and heathlands. Forest Ecology and Management, 258, 1814–1823.CrossRef

De Wit, H., & Wright, R. F. (2008). Projected stream water fluxes of NO₃ and total organic carbon from the Storgama headwater catchment, Norway, under climate change and reduced acid deposition. Ambio, 37, 56–63.CrossRef

Dzombak, D. A., & Morel, F. M. M. (1990). Surface complexation modeling: Hydrous ferric oxide. New York: Wiley.

Eary, L. E., Jenne, E. A., Vail, L. W., & Girvin, D. C. (1989). Numerical models for predicting watershed acidification. Archives of Environmental Contamination Toxicology, 18, 29–53.CrossRef

Evans, C. D. (2005). Modelling the effects of climate change on an acidic upland stream. Biogeochemistry, 74, 21–46.CrossRef

Evans, C. D., Smart, S., Scott, W. A., Whittaker, J. A., Langan, S., Emmett, B. A., & Ashmore, M. (2004). Evaluation and development of dynamic models for soils and soil-plant systems. In B. A. Emmett & G. McShane (Eds.), Terrestrial umbrella final report. Bangor: Centre for Ecology and Hydrology.

Evans, C. D., Caporn, S. J. M., Carroll, J. A., Pilkington, M. G., Wilson, D. B., Ray, N., & Cresswell, N. (2006). Modelling nitrogen saturation and carbon accumulation in heathland soils under elevated nitrogen deposition. Environmental Pollution, 143, 468–478.CrossRef

Evans, C. D., Reynolds, B., Hinton, C., Hughes, S., Norris, D., Grant, S., & Williams, B. (2008). Effects of decreasing acid deposition and climate change on acid extremes in an upland stream. Hydrology and Earth System Sciences, 12, 337–351.CrossRef

Gherini, S. A., Mok, L., Hudson, R. J. M., Davis, G. F., Chen, C. W., & Goldstein, R. A. (1985). The ILWAS model: Formulation and application. Water Air and Soil Pollution, 26, 425–459.

Gundersen, P., Emmet, B. A., Kjønaas, O. J., Koopmans, C., & Tietema, A. (1998). Impact of nitrogen deposition on nitrogen cycling in forests: A synthesis of NITREX data. Forest Ecology and Management, 101, 37–55.CrossRef

Helliwell, R. C., Aherne, J., MacDougall, G., Nisbet, T. R., Lawson, D., Cosby, B. J., & Evans, C. D. (2014). Past acidification and recovery of surface waters, soils and ecology in the United Kingdom: Prospects for the future under current deposition and land use protocols. Ecological Indicators, 37B, 396–411.CrossRef

Hettelingh, J.-P., & Posch, M. (1994). Critical loads and a dynamic assessment of ecosystem recovery. In Grasman, J. & G. Van Straten (Eds.), Predictability and nonlinear modelling in natural sciences and economics (pp. 439–446). Dordrecht: Kluwer Academic.CrossRef

Hettelingh, J.-P., Posch, M., Slootweg, J., Reinds, G. J., Spranger, T., & Tarrasón, L. (2007). Critical loads and dynamic modelling to assess European areas at risk of acidification and eutrophication. Water Air and Soil Pollution Focus, 7, 379–384.CrossRef

Jenkins, A., Cosby, B. J., Ferrier, R. F., Walker, T. A. B., & Miller, J. D. (1990). Modelling stream acidification in afforested catchments: An assessment of the relative effects of acid deposition and afforestation. Journal of Hydrology, 120, 163–181.CrossRef

Jenkins, A., Cosby, B. J., Ferrier, R. C., Larssen, T., & Posch, M. (2003). Assessing emission reduction targets with dynamic models: Deriving target load functions for use in integrated assessment. Hydrology and Earth System Sciences, 7, 609–617.CrossRef

Kämäri, J., & Posch, M. (1987). Regional application of a simple lake acidification model to Northern Europe. In M. B. Beck (Ed.), Systems analysis in water quality management (pp. 73–84). Oxford: Pergamon Press.

Kauppi, P., Kämäri, J., Posch, M., Kauppi, L., & Matzner, E. (1986). Acidification of forest soils: Model developement and application for analyzing impacts of acidic deposition in Europe. Ecological Modelling, 33, 231–253.CrossRef

Kinniburgh, D. G., van Riemsdijk, W. H., Koopal, L. K., Borkovec, M., Benedetti, M. F., & Avena, M. J. (1999). Ion binding to natural organic matter: Competition, heterogeneity, stoichiometry and thermodynamic consistency. Colloids and Surfaces A-Physiochemical and Engineering Aspects, 151, 147–166.CrossRef

Kopáček, J., Cosby, B. J., Majer, V., Stuchlik, E., & Vesely, J. (2003). Modelling reversibility of Central European mountain lakes from acidification: Part I—The Bohemian Forest. Hydrology and Earth System Sciences, 7, 494–509.CrossRef

Kros, J., Reinds, G. J., De Vries, W., Latour, J. B., & Bollen, M. J. S. (1995). Modelling the response of terrestrial ecosystems to acidification and desiccation scenarios. Water Air and Soil Pollution, 85, 1101–1106.CrossRef

Larssen, T., Huseby, R. B., Cosby, B. J., Høst, G., Høgåsen, T., & Aldrin, M. (2006). Forecasting acidification effects using a Bayesian calibration and uncertainty propagation approach. Environmental Science and Technology, 40, 7841–7847.CrossRef

Larssen, T., Høgåsen, T., & Cosby, B. J. (2007). Impact of time series data on calibration and prediction uncertainty for a deterministic hydrogeochemical model. Ecological Modelling, 207, 22–33.CrossRef

Lindström, G., & Gardelin, M. (1992). Modelling groundwater response to acidification. In P. Sanden & P. Warfvinge (Eds.), Report from the Swedish integrated groundwater acidification project (pp. 33–36). Norrköping: Swedish Meteorological and Hydrological Institute (SMHI).

Majer, V., Cosby, B. J., Kopácek, J., Stuchlík, E., & Veselý, J. (2003). Modelling reversibility of Central European mountain lakes from acidification: Part I—The Bohemian forest. Hydrology and Earth System Sciences, 7, 494–509.CrossRef

Meesenburg, H., Meiwes, K. J., & Rademacher, P. (1995). Long term trends in atmospheric deposition and seepage output in northwest German forest ecosystems. Water Air and Soil Pollution, 85, 611–616.CrossRef

Meeussen, J. C. L. (2003). ORCHESTRA: An object-oriented framework for implementing chemical equilibrium models. Environmental Science and Technology, 37, 1175–1182.CrossRef

Monteith, D. T., Evans, C. D., & Reynolds, B. (2000). Are temporal variations in the nitrate content of UK upland freshwaters linked to the North Atlantic Oscillation? Hydrological Processess, 14, 1745–1749.CrossRef

Nikolaidis, N. P., Schnoor, J. L., & Georgakakos, K. P. (1989). Modeling of long-term lake alkalinity responses to acid deposition. Journal of Water Pollution Control Federation, 61, 188–199.

Oulehle, F., Hofmeister, J., & Hruška, J. (2007). Modeling of the long-term effect of tree species (Norway spruce and European beech) on soil acidification in the Ore Mountains. Ecological Modelling, 204, 359–371.CrossRef

Oulehle, F., Cosby, B. J., Wright, R. F., Hruška, J., Kopáček, J., Krám, P., Evans, C. D., & Moldan, F. (2012). Modelling soil nitrogen: The MAGIC model with nitrogen retention linked to carbon turnover using decomposer dynamics. Environmental Pollution, 165, 158–166.CrossRef

Posch, M., & Reinds, G. J. (2009). A very simple dynamic soil acidification model for scenario analyses and target load calculations. Environmental Modelling and Software, 24, 329–340.CrossRef

Posch, M., Hettelingh, J.-P., & Slootweg, J. (2003). Manual for dynamic modelling of soil response to atmospheric deposition. (RIVM report 259101 012). Bilthoven, The Netherlands: National Institute for Public Health and the Environment.

Rogora, M., Marchetto, A., & Mosello, R. (2003). Modelling the effects of atmospheric sulphur and nitrogen deposition on selected lakes and streams of the Central Alps (Italy). Hydrology and Earth System Sciences, 7, 540–551.CrossRef

Rose, K. A., Cook, R. B., Brenkert, A. L., Gardner, R. H., & Hettelingh, J. P. (1991a). Systematic comparison of ILWAS, MAGIC, and ETD watershed acidification models 1. Mapping among model inputs and deterministic results. Water Resources Research, 27, 2577–2589.CrossRef

Rose, K. A., Brenkert, A. L., Cook, R. B., Gardner, R. H., & Hettelingh, J.-P. (1991b). Systematic comparison of ILWAS, MAGIC, and ETD watershed acidification models—2. Monte Carlo analysis under regional variability. Water Resources Research, 27, 2591–2603.CrossRef

Sjøeng, A.-M. S., Wright, R. F., & Kaste, Ø. (2009). Modelling seasonal nitrate concentrations in runoff of a heathland catchment in SW Norway using the MAGIC model: I. Calibration and specification of nitrogen processes. Hydrology Research, 40, 198–216.CrossRef

Sverdrup, H., Belyazid, S., Nihlgård, B., & Ericson, L. (2007). Modelling change in ground vegetation response to acid and nitrogen pollution, climate change and forest management at in Sweden 1500–2100 A.D. Water Air and Soil Pollution Focus, 7, 163–179.CrossRef

Tiktak, A., & van Grinsven, J. J. M. (1995). Review of sixteen forest-soil-atmosphere models. Ecological Modelling, 83, 35–54.CrossRef

Tominaga, K., Aherne, J., Watmough, S. A., Alveteg, M., Cosby, B. J., Driscoll, C. T., & Posch, M. (2009). Voyage without constellation: Evaluating the performance of three uncalibrated process-oriented models. HydrologyResearch, 40, 261–272.

Ulrich, B. (1983). Soil acidity and its relations to acid deposition. In B. Ulrich & J. Pankrath (Eds.), Effects of accumulation of air pollutants in forest ecosystems (pp. 127–146). Dordrecht: Reidel Publ. Co.CrossRef

Van Dam, J. C., Groenendijk, P., Hendriks, R. F. A., & Kroes, J. G. (2008). Advances of modeling water flow in variably saturated soils with SWAP. Vadose Zone Journal, 7, 640–653.CrossRef

Vanguelova, E., Benham, S., Pitman, R., Moffat, A. J., Broadmeadow, M., Nisbet, T., Durrant, D., Barsoum, N., Wilkinson, M., Bochereau, F., Hutchings, T., Broadmeadowa, S., Crow, P., Taylor, P., & Durrant Houston, T. (2010). Chemical fluxes in time through forest ecosystems in the UK—Soil response to pollution recovery. Environmental Pollution, 158, 1857–1869.CrossRef

Wallman, P., Belyazid, S., Svensson, M. G. E., & Sverdrup, H. (2006). DECOMP—A semi-mechanistic model of litter decomposition. Environmental Modelling and Software, 21, 33–44.CrossRef

Warfvinge, P., Holmberg, M., Posch, M., & Wright, R. F. (1992). The use of dynamic models to set target loads. Ambio, 21, 369–376.

Wright, R. F., Larssen, T., Camarero, L., Cosby, B. J., Ferrier, R. C., Helliwell, R. C., Forsius, M., Jenkins, A., Kopáček, J., Majer, V., Moldan, F., Posch, M., Rogora, M., & Schöpp, W. (2005). Recovery of acidified European surface waters. Environmental Science and Technology, 39, 64A–72A.CrossRef

Titel: Dynamic Geochemical Models to Assess Deposition Impacts and Target Loads of Acidity for Soils and Surface Waters
verfasst von: Luc T. C. Bonten
Gert Jan Reinds
Jan E. Groenenberg
Wim de Vries
Maximilian Posch
Chris D. Evans
Salim Belyazid
Sabine Braun
Filip Moldan
Harald U. Sverdrup
Daniel Kurz
Verlag: Springer Netherlands
Buch: Critical Loads and Dynamic Risk Assessments
Print ISBN: 978-94-017-9507-4

Electronic ISBN: 978-94-017-9508-1

Copyright-Jahr: 2015
DOI: https://doi.org/10.1007/978-94-017-9508-1_8