利用 SWAT 模型确定农业景观土壤水分系统的特征

E. V. Shein, A. Bolotov, A. Dembovetskiy, D. Y. Usenko, N. A. Kharkhardinov, Yu. I. Vernyuk
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摘要

土壤水分系统分类的基本科学依据是水的运动与土壤剖面形成之间的相互依存关系,即土壤遗传分类。这种分类法为研究景观中的土壤水分状况和景观土壤覆盖层中的土壤分布提供了科学的方法论平台。表示农业景观中土壤水文机制的数值方法基于经过物理验证的土壤水运动数学模型和空间地理信息系统信息,通过这些信息可以计算、分析和预测土壤水机制、流域范围内的径流、土壤剖面中的物质迁移、沥滤过程以及农业景观结构中可用土壤水分储备的含量--这对实践非常重要。文章介绍了一个空间动态 SWAT(土壤-水-大气-工具)模型,用于描述上伏尔加冰川后地区(东欧平原,特维尔地区)有限冰碛脊农业景观中的土壤水分状况,作为景观数值水文模型的一个实例。文章中列举了一些实例,证明模型数据与农业景观中几个点的土壤水分动态实验数据非常吻合,这三个深度分别反映了土壤剖面的表层、深层(地下水位)和中层,即 10-20、50-60 和 90-100 厘米。一方面,数据是在景观动态模型的帮助下通过计算获得的;另一方面,数据是通过传统的土壤钻探、取样和土壤水分含量重力测定法获得的。结果表明,景观模型适用于特定条件,使用分辨率为每像素 1×1 米的数字高程模型来计算农业景观不同点的土壤水分状况,能令人满意地描述土壤水分的空间动态剖面数据。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using the SWAT model to characterise the water regime of soils in agrolandscapes
The classification of soils water regimes a basic scientific basis in the form of an interdependent relationship between the movement of water and the formation of a soil profile, i. e. it is soil-genetic classification. This kind of classification provides a scientific and methodological platform for studying both the water regimes of soils in the landscape and the distribution of soils in the soil cover of the landscape. Numerical methods for representing the hydrological regimes of soils in the agricultural landscape are based on physically validated mathematical models of the soil water movement and spatial GIS information, which together allow to calculate, analyze and predict soil water regime, runoff in the scale of watersheds, substance transport in the soil profile, leaching processes, as well as the content of available soil moisture reserves in the agrolandscape structure – which is important for practice. A spatial-dynamic SWAT (Soil-Water-Atmosphere-Tool) model is presented to describe the water regimes of soils in the agro-landscape of the finite moraine ridge of the Upper Volga postglacial region (East European Plain, Tver region), as an example of landscape numerical hydrological models. Some examples are given in the article, which demonstrate that modeled data correspond well with experimental data on soil moisture dynamics in several points of agrolandscape for 3 depth levels, reflecting surface, deep (at groundwater level) and middle layers of soil profile, i. e. 10–20, 50–60 and 90–100 cm. On the one hand, the data were obtained by calculations with the help of the considered landscape-dynamic model; and on the other hand, – by classical soil drilling, sampling and gravimetric method for soil moisture content determination. It has been shown that the landscape model, adapted for specific conditions, using a digital elevation model with a resolution of 1×1 m per pixel, to calculate the soil water regime at different points of the agrolandscape satisfactorily describes the spatial-dynamic profile data on soil moisture.
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