Estimation of Hydraulic Conductivity in a Large Scale Laboratory Model by Means of the Self- Potential Method
نویسندگان
چکیده
The characterization of a heterogeneous aquifer involves a wide spectrum of high resolution direct measurements of the characteristic parameters, defined in itinere according to the various approaches used. This information is usually obtained from the pumping tests and the relative measurements of the drawdown induced. Unfortunately, these methods are intrusive and the hydrological system is perturbed by the presence of perforations. An aim of geophysics is to use non-intrusive techniques obtaining a great deal of information on subsoil at low cost. In this article a novel methodology to estimate the hydraulic conductivity from selfpotential measurements is proposed. The hydrogeophysical experiments were carried out in the CNR-IMAA (Marsico Nuovo Italy) Hydrogeosite Laboratory, a large scale model sized 10 7 3 m, filled with a homogeneous medium made up of a quartzrich sand with a medium-high hydraulic conductivity in the order of 10 m/s. Self-potential signals generated by the groundwater flow, during a pumping test, were measured on the ground surface, both on pumping and recovery phases. Firstly, hydraulic conductivity was calculated by means of Neuman Type-Curves method applied on the pumping test. As a result, hydraulic conductivity very close to that calculated from hydraulic data, by means of Neuman Type-Curves, has been obtained by solving numerically the electrical flow equation.
منابع مشابه
Estimating the Saturated Hydraulic Conductivity of Soil Using Gene Expression Programming Method and Comparing It with the Pedotransfer Functions
Saturated hydraulic conductivity of soil is an important physical property of soil that affects water movement in soil, Since the measurement of saturated hydraulic conductivity by direct methods in the field or in the laboratory is hard, time-consuming and costly, the indirect methods are being used.The aim of this study is to estimate the saturated hydraulic conductivity from other soil prope...
متن کاملLaboratory Investigation on the Influence of Cyclic Water Injection Pressure on Sands Hydraulic Conductivity
Hydraulic conductivity variations around the boreholes in uniformly graded sands for cyclic water injection pressure have been evaluated by laboratory tests. Prototype laboratory devices have been designed and constructed for this research. The cell has a capability to model the well, the boundary condition and to measure the hydraulic conductivity. While increasing water injection pressure, hy...
متن کاملScaling and Fractal Concepts in Saturated Hydraulic Conductivity: Comparison of Some Models
Measurement of soil saturated hydraulic conductivity, Ks, is normally affected by flow patterns such as macro pore; however, most current techniques do not differentiate flow types, causing major problems in describing water and chemical flows within the soil matrix. This study compares eight models for scaling Ks and predicted matrix and macro pore Ks, using a database composed of 50 datasets...
متن کاملZoning hydraulic conductivity using different geostatistical methods (Case study Shavoor)
In studies of irrigation and drainage projects for drainage, it is necessary to extend the data from the sampling point to the network. Therefore, based on available data from observational wells, estimating the state of hydraulic conductivity (K) in the surrounding area. The estimation process values for locations where there is no information for them based on viewing areas called wells spati...
متن کاملتخمین منحنی مشخصه رطوبتی و هدایت هیدرولیکی غیراشباع خاک در تراکمهای
Hydraulic conductivity is an important parameter in the design of geotechnical structures such as earth dam, floor construction, retaining walls and environmental structures. In unsaturated soils, hydraulic conductivity is a function of moisture content and soil water suction i.e. soil moisture characteristic curve. In this study, the values of unsaturated hydraulic conductivity in two soil typ...
متن کامل