Mathematical Analysis of Groundwater Flow Models
portes grátis
Mathematical Analysis of Groundwater Flow Models
Atangana, Abdon
Taylor & Francis Ltd
03/2022
610
Dura
Inglês
9781032209944
15 a 20 dias
1329
Descrição não disponível.
Chapter 1. Analysis of the existing model for the vertical flow of groundwater in saturated-unsaturated zone. Chapter 2. New model of the saturated-unsaturated groundwater flow with power law and scale-invariant mean square displacement. Chapter 3. New model of the 1-D unsaturated-saturated groundwater flow with crossover from usual to confined flow mean square displacement. Chapter 4. A new model of the 1-D unsaturated-saturated groundwater flow with crossover from usual to sub-flow mean square displacement. Chapter 5. New model of the 1-D saturated-unsaturated groundwater flow using the fractal fractional derivative. Chapter 6. Application of the fractional-stochastic approach to saturated-unsaturated zone model. Chapter 7. Transfer function of the Sumudu, Laplace transforms and their application to groundwater. Chapter 8. Analyzing the new generalized equation of groundwater flowing within a leaky aquifer using power law, exponential decay law and mittag-leffler law. Chapter 9. Application of the new numerical method with caputo fractal-fractional derivative on the self-similar leaky aquifer equations. Chapter 10. Application of the new numerical method with caputo-fabrizio fractal-fractional derivative on the self-similar leaky aquifer equations. Chapter 11. Application of the new numerical method with atangana-baleanu fractal-fractional derivative on the self-similar leaky aquifer equations. Chapter 12. Analysis of general groundwater flow equation within a confined aquifer using Caputo fractional derivative and Caputo-Fabrizio fractional derivative. Chapter 13. Analysis of general groundwater flow equation with fractal derivative. Chapter 14. Analysis of general groundwater flow equation with fractal-fractional differential operators. Chapter 15. A new model for groundwater contamination transport in dual media. Chapter 16. Groundwater contamination transport model with fading memory property. Chapter 17. A new groundwater transport in dual media with power law process. Chapter 18. New groundwater transport in dual media with the Atangana-Baleanu differential operators. Chapter 19. Modelling Soil Moisture flow: New proposed models. Chapter 20. Deterministic and stochastic analysis of groundwater in unconfined aquifer model. Chapter 21. A New Method for Modeling Groundwater Flow Problems: Fractional-Stochastic Modeling. Chapter 22. Modelling a Conversion of a Confined to an Unconfined Aquifer Flow. Chapter 23. New Model to Capture the Conversion of Flow from Confined to Unconfined. Chapter 24. Modeling the diffusion of chemical contamination in soil with non-conventional differential operators. Chapter 25. Modelling groundwater flow in a confined aquifer with dual layers. Chapter 26. The dual Porosity Model. Chapter 27. One-Dimensional Modeling of Reactive Pollutant Transport in Groundwater: The Case of Two Species. Chapter 28. Stochastic modeling in confined and leaky aquifers.
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Mathematical Models;Groundwater;Flow;Models;Analysis;Fractional Derivative;Power Law Kernel;Ordinary Differential Equations;Laplace Transform;Groundwater Flow;Fractional Order;Fractional Calculus;Leaky Aquifer;Caputo Derivative;Fractal Differential Operator;Mittag Leffler Function;Adams Bashforth Method;Generalised Mittag Leffler Function;Caputo Fractional Derivative;Newton Polynomial;Exponential Decay Law;Confined Aquifer;Von Neumann Stability Analysis;Groundwater Flow Model;Laplace Space;Von Neumann Method;Unconfined Aquifer;Advection Dispersion Equations;Laplace Transform Technique;Saturated Zone
Chapter 1. Analysis of the existing model for the vertical flow of groundwater in saturated-unsaturated zone. Chapter 2. New model of the saturated-unsaturated groundwater flow with power law and scale-invariant mean square displacement. Chapter 3. New model of the 1-D unsaturated-saturated groundwater flow with crossover from usual to confined flow mean square displacement. Chapter 4. A new model of the 1-D unsaturated-saturated groundwater flow with crossover from usual to sub-flow mean square displacement. Chapter 5. New model of the 1-D saturated-unsaturated groundwater flow using the fractal fractional derivative. Chapter 6. Application of the fractional-stochastic approach to saturated-unsaturated zone model. Chapter 7. Transfer function of the Sumudu, Laplace transforms and their application to groundwater. Chapter 8. Analyzing the new generalized equation of groundwater flowing within a leaky aquifer using power law, exponential decay law and mittag-leffler law. Chapter 9. Application of the new numerical method with caputo fractal-fractional derivative on the self-similar leaky aquifer equations. Chapter 10. Application of the new numerical method with caputo-fabrizio fractal-fractional derivative on the self-similar leaky aquifer equations. Chapter 11. Application of the new numerical method with atangana-baleanu fractal-fractional derivative on the self-similar leaky aquifer equations. Chapter 12. Analysis of general groundwater flow equation within a confined aquifer using Caputo fractional derivative and Caputo-Fabrizio fractional derivative. Chapter 13. Analysis of general groundwater flow equation with fractal derivative. Chapter 14. Analysis of general groundwater flow equation with fractal-fractional differential operators. Chapter 15. A new model for groundwater contamination transport in dual media. Chapter 16. Groundwater contamination transport model with fading memory property. Chapter 17. A new groundwater transport in dual media with power law process. Chapter 18. New groundwater transport in dual media with the Atangana-Baleanu differential operators. Chapter 19. Modelling Soil Moisture flow: New proposed models. Chapter 20. Deterministic and stochastic analysis of groundwater in unconfined aquifer model. Chapter 21. A New Method for Modeling Groundwater Flow Problems: Fractional-Stochastic Modeling. Chapter 22. Modelling a Conversion of a Confined to an Unconfined Aquifer Flow. Chapter 23. New Model to Capture the Conversion of Flow from Confined to Unconfined. Chapter 24. Modeling the diffusion of chemical contamination in soil with non-conventional differential operators. Chapter 25. Modelling groundwater flow in a confined aquifer with dual layers. Chapter 26. The dual Porosity Model. Chapter 27. One-Dimensional Modeling of Reactive Pollutant Transport in Groundwater: The Case of Two Species. Chapter 28. Stochastic modeling in confined and leaky aquifers.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Mathematical Models;Groundwater;Flow;Models;Analysis;Fractional Derivative;Power Law Kernel;Ordinary Differential Equations;Laplace Transform;Groundwater Flow;Fractional Order;Fractional Calculus;Leaky Aquifer;Caputo Derivative;Fractal Differential Operator;Mittag Leffler Function;Adams Bashforth Method;Generalised Mittag Leffler Function;Caputo Fractional Derivative;Newton Polynomial;Exponential Decay Law;Confined Aquifer;Von Neumann Stability Analysis;Groundwater Flow Model;Laplace Space;Von Neumann Method;Unconfined Aquifer;Advection Dispersion Equations;Laplace Transform Technique;Saturated Zone
