利用数值模拟扩展原位监测和实验数据,解码土壤-植物-大气过程

V. Filipović, V. Krevh, T. Baumgartl
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引用次数: 0

摘要

土壤-植物-大气关系是一个复杂而相互关联的系统,对生态系统的功能至关重要。了解这个系统中发生的动态和过程对于解决与土壤退化、气候变化和粮食安全有关的问题至关重要。通过应用不同复杂性的模型来量化不同的通量,可以进一步加强从位移土芯或整体(土柱)收集的实验数据和对土壤过程的原位监测。数值模拟可以作为一种预测工具,用于估计非饱和土壤在农业、环境和岩土工程应用中的各种运输过程。将数值模拟与实验室分析和广泛的现场观测相结合的方法已被证明是非常有效的。在均质土壤中,渗流带的建模通常基于描述水流的Richards方程和溶质输运的平流-色散方程;这通常在描述物理过程时很有效。然而,结构性土壤中优先流动和非均匀溶质运移的估计和建模仍然存在困难。该演讲旨在通过介绍HYDRUS套件建模的各种示例来讨论气包层过程和建模能力和限制。这些例子说明了单孔隙度、双孔隙度和双渗透性等各种模型的使用,以及它们能够解释各种土壤结构特性以及其他多孔材料(如煤)的特性,这是矿山修复中的一个相关问题。利用一维和二维模型域在不同的尺度上进行建模,从柱、剖面、地块到山坡。现场实例和土壤柱观测包括来自土壤湿度和基质电位传感器、渗滤仪通量和流出量以及从地表或地下径流仪器收集的水样的数据。收集的水样,即渗滤液,包括分析测定各种污染物,如硝酸盐、农药、药物和微量元素。模型的能力,以表示溶质传输参数和过程,如浸出,吸附和降解将简要介绍。非均匀水流是结构性土壤中溶质运移的控制过程,而非均匀水流的模拟难度增加了溶质运移过程的复杂性和模拟能力。渗透带的非线性问题主要与土壤性质(化学、物理和生物)的异质性有关,这些异质性难以量化或集成到数值模型中。建模能力目前处于较高水平,但与此同时,我们仍然存在纳入和适当量化土壤结构形成的问题,或者如何将土壤水力特性与生物量和叶面积指数等植被指标联系起来的问题。在结构性土壤中建立优先流模型需要进一步发展复杂的模型,以捕捉系统的异质性、复杂性、非线性和规模。为了正确地量化气包带中的输运过程,我们需要将一些更复杂的模型应用到更大规模的预测中。更具体地说,这解释了土壤性质的状态,包括固体和孔隙的空间结构,以及它们的动力学,包括土壤基质和断裂(孔隙)域之间的土壤质量和溶质转移量化。高质量实验数据的可用性对于确保准确的模型校准也是必不可少的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Decoding soil-plant-atmosphere processes by extending in-situ monitoring and experimental data with numerical modelling
: The soil-plant-atmosphere nexus is a complex and interconnected system that is essential for the functioning of ecosystems. Understanding the dynamics and processes occurring in this system is crucial for addressing issues related to soil degradation, climate change, and food security. The experimental data collection from displacement soil cores or monoliths (soil columns) and in-situ monitoring of the soil processes can be further enhanced by applying models of various complexity to quantify different fluxes. Numerical modelling can be used as a predictive tool for estimation of various transport processes in unsaturated soil within agricultural, environmental and geotechnical applications. The approach of combining numerical simulations with laboratory analytics and extensive field observations has been proven to be very efficient. In homogeneous soil, vadose zone modelling is commonly based on Richards equation for describing water flow, and advection-dispersion equations for solute transport; which usually works quite well in describing physical processes. However, there is still difficulty in estimation and modelling of preferential flow and nonuniform solute transport in structured soils. The presentation aims at discussing vadose zone processes and modelling capabilities and restraints by presenting various examples of modelling with HYDRUS suite. The examples illustrate the use of various models like single porosity, dual-porosity and dual permeability and their ability to account for various soil structure properties but also properties of other porous materials, like coal, which is a relevant issue in mine rehabilitation. The modelling was performed on various scales, from column, profile, plot to hillslope using one-dimensional and two-dimensional model domains. In-situ examples and soil column observations include data from soil moisture and matric potential sensors, lysimeter fluxes and outflows and collection of water samples from surface or subsurface runoff instruments. The collected water samples i.e., leachate includes analytical determination of various contaminants like nitrates, pesticides, pharmaceuticals and trace elements. The ability of models to represent solute transport parameters and processes like leaching, sorption and degradation will be presented briefly. The complexity of solute transport processes and the ability of modelling them is additionally enhanced by the difficulty of modelling non-uniform water flow which is the governing process underlying the solute transport in structured soils. The issue of non-linearity in vadose zone is mainly connected to heterogeneity in soil properties (chemical, physical, biological) which can be difficult to quantify or integrate into numerical models. Modelling capabilities are now on high level, while meanwhile we still have issues of incorporation and proper quantification of soil structure formation or how to link soil hydraulic properties to vegetation metrics like biomass and leaf area index. Modelling preferential flow in structured soils requires further development of sophisticated models that can capture the heterogeneity, complexity, nonlinearity, and scale of the system. In order to properly quantify transport processes in vadose zone we need to implement some of the more complex models into larger scale predictions. More specifically, this accounts for the states of soil properties, including the spatial structure of solids and pores, as well as their dynamics, including soil mass and solute transfer quantification between soil matrix and fracture (pore) domains. The availability of high-quality experimental data is also essential to ensure accurate model calibration.
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