Radial flow towards wells in variable hydraulic conductivity aquifers is examined: the law of variation of conductivity adopted, typical for fissured rocks, is exponential with depth. Analytical solution for drawdown is achieved through the Boltzmann transformation: results are presented as dimensionless type curves. In particular, for high temporal values, the resulting well function is linear on semilogarithmic paper, as in the Jacob method for a homogeneous aquifer. However, it is showed that the homogeneous hypothesis may lead to erroneous estimation of aquifer characteristics. -from English summary

Di Federico V. (1993). Type curves for radial flow in heterogeneous aquifers. L'ENERGIA ELETTRICA, 70(12), 502-506.

Type curves for radial flow in heterogeneous aquifers

Di Federico V.
1993

Abstract

Radial flow towards wells in variable hydraulic conductivity aquifers is examined: the law of variation of conductivity adopted, typical for fissured rocks, is exponential with depth. Analytical solution for drawdown is achieved through the Boltzmann transformation: results are presented as dimensionless type curves. In particular, for high temporal values, the resulting well function is linear on semilogarithmic paper, as in the Jacob method for a homogeneous aquifer. However, it is showed that the homogeneous hypothesis may lead to erroneous estimation of aquifer characteristics. -from English summary
1993
Di Federico V. (1993). Type curves for radial flow in heterogeneous aquifers. L'ENERGIA ELETTRICA, 70(12), 502-506.
Di Federico V.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/940983
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