Many mathematical models for rainfall vertical infiltration into a soil matrix with horizontal surface are described. Firstly, classical approaches developed for regular rainfalls which keep continuous saturation at the soil surface and a more general formulation suitable for any type of rainfall pattern are considered for applications at the local (point) scale in homogeneous soils. Then, a simple model for point infiltration into a two-layered soil with a more permeable upper layer and a more complex model for any two-layered soil type are presented. Two field-scale infiltration models are also analyzed. One is of semi-empirical type and represents the spatial variability of saturated hydraulic conductivity, Ks, the other relies upon a semi-analytical/conceptual framework and combines the spatial heterogeneity of Ks with that of rainfall rate. Open problems linked with rainfall infiltration into surfaces with significant slopes are also discussed.

Infiltration modeling

CORRADINI, Corrado;MORBIDELLI, Renato;
2017

Abstract

Many mathematical models for rainfall vertical infiltration into a soil matrix with horizontal surface are described. Firstly, classical approaches developed for regular rainfalls which keep continuous saturation at the soil surface and a more general formulation suitable for any type of rainfall pattern are considered for applications at the local (point) scale in homogeneous soils. Then, a simple model for point infiltration into a two-layered soil with a more permeable upper layer and a more complex model for any two-layered soil type are presented. Two field-scale infiltration models are also analyzed. One is of semi-empirical type and represents the spatial variability of saturated hydraulic conductivity, Ks, the other relies upon a semi-analytical/conceptual framework and combines the spatial heterogeneity of Ks with that of rainfall rate. Open problems linked with rainfall infiltration into surfaces with significant slopes are also discussed.
2017
9780071835091
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/1386032
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