A one-dimensional model of water flow in soil-plant systems based on plant architecture

被引:0
|
作者
Michael Janott
Sebastian Gayler
Arthur Gessler
Mathieu Javaux
Christine Klier
Eckart Priesack
机构
[1] Helmholtz Zentrum München,
[2] Université Catholique de Louvain,undefined
[3] Forschungszentrum Jülich,undefined
[4] Leibniz-Zentrum für Agrarlandschafts-Forschung (ZALF),undefined
来源
Plant and Soil | 2011年 / 341卷
关键词
Transpiration; Plant hydro-dynamics model; Root water uptake; European beech; Porous media equation;
D O I
暂无
中图分类号
学科分类号
摘要
The estimation of root water uptake and water flow in plants is crucial to quantify transpiration and hence the water exchange between land surface and atmosphere. In particular the soil water extraction by plant roots which provides the water supply of plants is a highly dynamic and non-linear process interacting with soil transport processes that are mainly determined by the natural soil variability at different scales. To better consider this root-soil interaction we extended and further developed a finite element tree hydro-dynamics model based on the one-dimensional (1D) porous media equation. This is achieved by including in addition to the explicit three-dimensional (3D) architectural representation of the tree crown a corresponding 3D characterisation of the root system. This 1D xylem water flow model was then coupled to a soil water flow model derived also from the 1D porous media equation. We apply the new model to conduct sensitivity analysis of root water uptake and transpiration dynamics and compare the results to simulation results obtained by using a 3D model of soil water flow and root water uptake. Based on data from lysimeter experiments with young European beech trees (Fagus silvatica L.) is shown, that the model is able to correctly describe transpiration and soil water flow. In conclusion, compared to a fully 3D model the 1D porous media approach provides a computationally efficient alternative, able to reproduce the main mechanisms of plant hydro-dynamics including root water uptake from soil.
引用
收藏
页码:233 / 256
页数:23
相关论文
共 50 条
  • [41] MINERALIZATION AND UPTAKE OF TRIAZINE PESTICIDE IN SOIL-PLANT SYSTEMS
    NAIR, DR
    BURKEN, JG
    LICHT, LA
    SCHNOOR, JL
    JOURNAL OF ENVIRONMENTAL ENGINEERING, 1993, 119 (05) : 842 - 854
  • [42] ON TIME CONSTANT VARIABILITY OF ELECTRIC ANALOGY OF WATER-FLOW IN SOIL-PLANT SYSTEM
    SHAO, MA
    CHINESE SCIENCE BULLETIN, 1992, 37 (14): : 1208 - 1211
  • [43] Migration of uranium in the system soil-plant (model experiments)
    Bondareva, Lydia
    ACTUAL PROBLEMS OF ECOLOGY AND ENVIRONMENTAL MANAGEMENT: COOPERATION FOR SUSTAINABLE DEVELOPMENT AND ENVIRONMENTAL SAFETY (APEEM 2020), 2020, 169
  • [44] Evaluating and reducing a model of radiocaesium soil-plant uptake
    Tarsitano, D.
    Young, S. D.
    Crout, N. M. J.
    JOURNAL OF ENVIRONMENTAL RADIOACTIVITY, 2011, 102 (03) : 262 - 269
  • [45] Tree root systems competing for soil moisture in a 3D soil-plant model
    Manoli, Gabriele
    Bonetti, Sara
    Domec, Jean-Christophe
    Putti, Mario
    Katul, Gabriel
    Marani, Marco
    ADVANCES IN WATER RESOURCES, 2014, 66 : 32 - 42
  • [46] COMPARTMENTAL MODEL FOR T PERSISTENCE IN SOIL-PLANT SYSTEM
    IYENGAR, TS
    SADARANGANI, SH
    VAZE, PK
    SOMAN, SD
    INTERNATIONAL JOURNAL OF APPLIED RADIATION AND ISOTOPES, 1977, 28 (05): : 481 - 484
  • [47] Degradation and Metabolism of Tetrabromobisphenol A (TBBPA) in Submerged Soil and Soil-Plant Systems
    Sun, Feifei
    Kolvenbach, Boris Alexander
    Nastold, Peter
    Jiang, Bingqi
    Ji, Rong
    Corvini, Philippe Francois-Xavier
    ENVIRONMENTAL SCIENCE & TECHNOLOGY, 2014, 48 (24) : 14291 - 14299
  • [48] ASSESSMENT OF SPATIAL VARIATION OF THE SOIL WATER REGIME IN THE SOIL-PLANT SYSTEM
    Toth, Eszter
    Farkas, Csilla
    Nagy, Viliam
    Hagyo, Andrea
    Stekauerova, Vlasta
    CEREAL RESEARCH COMMUNICATIONS, 2008, 36 : 307 - 310
  • [49] Integrable Discrete Model for One-Dimensional Soil Water Infiltration
    Triadis, Dimetre
    Broadbridge, Philip
    Kajiwara, Kenji
    Maruno, Ken-ichi
    STUDIES IN APPLIED MATHEMATICS, 2018, 140 (04) : 483 - 507
  • [50] Algebraic model for one-dimensional infiltration and soil water distribution
    Wang, QJ
    Horton, R
    Shao, MG
    SOIL SCIENCE, 2003, 168 (10) : 671 - 676