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Transport modeling in hydrogeochemical systems /

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This book develops the basic ideas of transport models in hydrogeology, including diffusion-dispersion processes, advection, and adsorption or reaction. While balancing the mathematical and physical concepts, it is written in a scientific pedagogical style that is accessible to graduate students and...

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Bibliographic Details
Main Author: Logan, J. David (John David)
Corporate Author: SpringerLink (Online service)
Format: eBook
Language:English
Published: New York : Springer, [2001]
Series:Interdisciplinary applied mathematics.
Subjects:
Hydrogeology > Mathematical models.
Applications of Mathematics.
Hydrogeology.
Earth Sciences, general.
Math. Appl. in Environmental Science.
Partielle Differentialgleichung.
Mathematisches Modell.
Hydrogeochemie.
Stoffübertragung.
Electronic books.
Online Access:Connect to the full text of this electronic book
Table of Contents:
  • 1. The Diffusion Equation. 1.1. The Diffusion Equation. 1.2. Semi-Infinite Domains. 1.3. Sources and Duhamel's Principle. 1.4. Bounded Domains. 1.5. The Maximum Principle
  • 2. Reaction
  • Advection
  • Dispersion Equation. 2.1. Mass Balance. 2.2. Several Dimensions. 2.3. Adsorption Kinetics. 2.4. Dimensionless Equations. 2.5. Nonlinear Equations. 2.6. The Reaction
  • Advection Equation. 2.7. Examples
  • 3. Traveling Wave Solutions. 3.1. Examples of Traveling Waves. 3.2. Hydrogeological Models. 3.3. Discontinnous Wave Fronts. 3.4. Stability of Traveling waves. 3.5. A Bioremediation Model
  • 4. Filtration Models. 4.1. Models for Colloid Transport. 4.2. An Attachment-Detachment Model
  • 5. Subsurface Flow Dynamics.