Soil-hydrophysical information support of precise irrigation farming

V. Terleev, I. Dunaieva, Roman Ginevsky, V. Lazarev, A. Topaj, Llc “Bureau Hyperborea”
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引用次数: 2

Abstract

The relevance of the study is determined by the demand for a physically adequate mathematical description of the interactions of water in the soil to develop a model of soil moisture dynamics as the intellectual core of resource-saving technologies for precise irrigation farming. The aim of the work is theoretical substantiation and mathematical formulation of the hydrophysical functions of the soil, taking into account hysteresis. A description of three systems of soil hydrophysical functions is given. To verify and compare the systems, computational experiments were carried out using both the package of original software and “3305 Ida silt loam (> 15 cm)” soil data from the authoritative literary source – the Mualem catalogue. The parameters of the functions were identified by the method of point approximation of the experimental data on the main branches of the hysteretic water-retention capacity. Using these parameters, we calculated (i) predictive estimates for the values of the function of relative hydraulic conductivity; (ii) scanning branches of the hysteretic water-retention capacity; (iii) precise irrigation rate. The hysteresis phenomenon is not typical for the hydraulic conductivity as a function of the volumetric water content in the soil. The original functions of System 3 are recommended for use. The advantages of the proposed method for calculating the precise irrigation rate are shown. The benefit of each system is that the functions forming this system, namely the water-retention capacity and the relative hydraulic conductivity of the soil, have a common set of parameters. For the type of soil considered, in case of using the identical value of pre-irrigation soil moisture (179 [cm3 · cm-3]), both for calculating the precision irrigation rate and according to the “traditional” method, when moistening 50 cm soil layer, the total unproductive water consumption at irrigation rate 555 [m3 · ha-1] can reach 0.029 [cm3 · cm-3] or 140 [m3 · ha-1] in the calculated layer. At the same time, when applying precision standards, an excess of free moisture is not formed. It shows additional opportunities not only to save water during irrigation, especially in arid regions, but also to reduce the leaching of nutrients and agrochemicals outside the calculated soil layer and, accordingly, to reduce the additional environmental load on the surrounding area.
精准灌溉农业土壤水物理信息支持
该研究的相关性取决于对土壤中水分相互作用的物理上充分的数学描述的需求,以开发土壤水分动力学模型,作为精确灌溉农业资源节约型技术的知识核心。该工作的目的是理论证实和数学公式的土壤的水物理功能,考虑到滞后。对土壤水物理功能的三个系统进行了描述。为了验证和比较系统,使用原始软件包和权威文献来源- Mualem目录中的“3305 Ida粉壤土(> 15 cm)”土壤数据进行了计算实验。通过对实验数据的点逼近,确定了各函数的参数。利用这些参数,我们计算了(i)相对水力导率函数值的预测估计值;(ii)扫描分支的滞回保水能力;(三)精确灌溉速率。作为土壤体积含水量函数的水力导电性的滞后现象并不典型。建议使用系统3的原有功能。指出了该方法计算精确灌水量的优点。每个系统的好处是,形成这个系统的功能,即土壤的保水能力和相对导水率,有一组共同的参数。对于所考虑的土壤类型,在使用相同的预灌土壤水分值(179 [cm3·cm-3])计算精确灌水量的情况下,根据“传统”方法,在湿润50 cm土层时,在灌水量555 [m3·ha-1]下,计算层的总非生产性耗水量可达0.029 [cm3·cm-3]或140 [m3·ha-1]。同时,在应用精密标准时,不会形成多余的游离水分。它显示了更多的机会,不仅可以在灌溉期间节约用水,特别是在干旱地区,而且还可以减少计算土层以外的营养物质和农用化学品的淋失,从而减少对周围地区的额外环境负荷。
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