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Having provided a few analytical solutions for conservative solutes in theprevious chapter, here the focus is on reactive solutes. The underlying hypothesesconsidered to be verified in order to obtain such solutions are the same as in the caseof conservative solutes, with the additional requirement that: natural degradation canbe described by first-order kinetics and the sorption isotherm is linear. Solutionsfor continuous and pulse releases are provided for one-, two-, and three-dimensionalgeometries, with line sources being considered in 2D geometries, and point and plainsources being hypothesized in 3D geometries.

Analytical Solutions of the Differential Equation of Mass Transport for Reactive Solutes / Sethi, R.; Di Molfetta, A. (SPRINGER TRACTS IN CIVIL ENGINEERING). - In: GROUNDWATER ENGINEERING - A Technical Approach to Hydrogeology, Contaminant Transport and Groundwater Remediation[s.l] : Springer, 2019. - ISBN 978-3-030-20514-0. - pp. 239-247 [10.1007/978-3-030-20516-4_13]

Analytical Solutions of the Differential Equation of Mass Transport for Reactive Solutes

Sethi R.;Di Molfetta A.
2019

Abstract

Having provided a few analytical solutions for conservative solutes in theprevious chapter, here the focus is on reactive solutes. The underlying hypothesesconsidered to be verified in order to obtain such solutions are the same as in the caseof conservative solutes, with the additional requirement that: natural degradation canbe described by first-order kinetics and the sorption isotherm is linear. Solutionsfor continuous and pulse releases are provided for one-, two-, and three-dimensionalgeometries, with line sources being considered in 2D geometries, and point and plainsources being hypothesized in 3D geometries.
2019
SPRINGER TRACTS IN CIVIL ENGINEERING
978-3-030-20514-0
978-3-030-20516-4
GROUNDWATER ENGINEERING - A Technical Approach to Hydrogeology, Contaminant Transport and Groundwater Remediation
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11583/2784461