Theoretical substantiation of regular system of horizontal drains (a new approach)

V.L. Poliakov
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Abstract

The nonlinear problem of regulating the water-physical conditions of over-drained and over-wetted agricultural lands through a regular system of horizontal drains has been formulated and solved by analytical methods. The dynamics of groundwater reserves are analyzed in a generalized manner, rather than locally as done previously. A dependence has been derived to describe the behavior of the water table averaged over the interdrain space, considering a targeted change in head within the drains. Based on this, a formula has been obtained for calculating the optimal drain spacing in both homogeneous and heterogeneous soils, taking into account the requirements for their water-physical state. An assessment was conducted on the uneven distribution of groundwater caused by the local action of horizontal drains. Examples with typical initial data illustrate the decrease in the average water table over time and demonstrate the potential for rarefaction of reclamation drainage using a new methodological approach. This approach will significantly reduce capital costs for its construction and reconstruction.
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水平排水沟规则系统的理论依据(一种新方法)
通过有规律的水平排水系统调节过度排水和过度湿润农田的水物理条件的非线性问题已经提出,并通过分析方法得到解决。对地下水储量的动态进行了概括分析,而不是像以前那样进行局部分析。考虑到排水沟内水头的目标变化,得出了一种依赖关系来描述地下水位在排水沟间空间的平均行为。在此基础上,考虑到对土壤水物理状态的要求,得出了在均质和异质土壤中计算最佳排水间距的公式。对水平排水沟的局部作用造成的地下水分布不均进行了评估。以典型的初始数据为例,说明了平均地下水位随时间的推移而下降,并展示了使用新方法对填海排水进行稀释的潜力。这种方法将大大降低建造和重建的成本。
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