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Hydraulic conductivity and sorptivity at unsaturated and saturated conditions as related to water infiltration in soils

机译:与土壤中的水浸润有关的不饱和和饱和条件下的液压导电性和吸附性

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Sorptivity (S) has been defined in terms of the horizontal infiltration equation. At unsaturated conditions (at a very short time) S represents “maximum sorption capacity”, but in saturated conditions the sorption capacity decreases with the time. Over a long time of infiltration, sorptivity was not studied as a soil water parameter that could be determined. The purpose of this study is to apply derived equations depending on the infiltration functions to predict (1) soil water sorptivity (S) at infiltration capacity (unsaturated conditions) and at basic infiltration rate (Ib) (saturated conditions), (2) the hydraulic conductivity (Saturated Ks and unsaturated K(θ)) into capillary-matrix and noncapillary macro pores of soils. Five alluvial (saline and non-saline clay) and calcareous soil profiles located in the Nile Delta were investigated for applying the assumed equations. A decrease in S value was observed with an increase in soil water content. At steady infiltration rate (Ib), S decreased from 1.04 to 0.647cm.min-0.5 (i.e. S decreased by 37.79%) in average in calcareous soils and from 0.537 to 0.251cm.min-0.5 (53.25%) in alluvial clay soils. The steady Sw parameter was used in prediction of the hydraulic conductivities and the basic infiltration rate Ib , whereas, Sw is a suggested term at steady infiltration rate. The calculated values of Ib were corresponding to those obtained by infiltration experiment. This confirmed the significance of steady Sw as a new functional infiltration parameter. A matching factor u was calculated as a ratio between predicted Ib and the measured saturated hydraulic conductivity, Ks. The mean values of u were 0.895, 0.685 and 0.360 for calcareous, clay and saline clay soils respectively. Unsaturated K(θ) has been discriminated into saturated macro-pore K(θ)RDP and matrix unsaturated K(θ)h. The values of K(θ)RDP for macro pores remained higher than those for soil matrix pores (K(θ)h) in the studied soils. The highest value of K(θ) was obvious in calcareous soil profiles, while the lowest value was existed in saline clay soil. In conclusion, the predicted values of hydraulic conductivities of soil matrix (capillary) and macro (non-capillary) pores were reasonable and existed in the normal ranges of the investigated soils, indicating that the proposed equations are applicable and can be recommended to be used in coarse and fine textured soils with large scale of different properties.
机译:在水平渗透方程方面已经定义了恋恋症。在不饱和条件下(在很短的时间)表示“最大吸附能力”,但在饱和条件下,吸附能力随时间降低。在很长时间的渗透中,未研究吸附性作为可以确定的土壤水参数。本研究的目的是根据渗透功能(1)渗透能力(不饱和条件)和碱性渗透率(IB)(饱和条件),(饱和条件),(2),取决于渗透功能(1)土壤水吸附率(1)的渗透功能来施加衍生方程。(饱和条件),(2)液压导电率(饱和Ks和不饱和K(θ))进入毛细血管 - 基质和非缺乏的土壤。研究了位于尼罗河三角洲的五种胰腺(盐水和盐水粘土)和钙质土壤曲线,以应用假设的方程。通过增加土壤含水量增加了S值的降低。在稳定的渗透速率(IB),S平均从1.04升至0.647厘米下降到0.5(即S减少37.79%),平均钙质土壤和0.537至0.251cm.min-0.5(53.25%)在加蓝粘土土壤中。稳定的SW参数用于预测液压导电性和基本渗透率IB,而SW是稳定渗透速率的建议术语。计算的IB的值对应于通过渗透实验获得的值。这证实了稳定SW作为新功能渗透参数的重要性。将匹配因子U计算为预测IB和测量的饱和液压导率Ks之间的比率。钙质,粘土和盐水粘土土壤的平均值为0.895,0.685和0.360。不饱和K(θ)已被区分成饱和宏观k(θ)RDP和基质不饱和K(θ)H。用于宏观孔的K(θ)RDP的值仍然高于研究的土壤中的土壤基质孔(K(θ)H)的值。钙质土壤剖面中K(θ)的最高值明显,而盐水粘土土壤中的最低值是最低的。总之,土壤基质(毛细管)和宏观(非毛细管)孔的液压导体的预测值合理且存在于所研究的土壤的正常范围内,表明所提出的方程是适用的,可以推荐使用在粗糙和细微的纹理土壤中,具有大规模不同的性质。

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