Laplace Transform Approach to the Rigorous Upscaling of the Infinite Adsorption Rate Reactive Flow Under Dominant Peclet Number Through a Pore

Applicable Analysis- United Kingdom

doi 10.1080/00036810802140699

Full Text

Abstract

Available in

Categories

Applied Mathematics

Date

December 1, 2008

Authors

Catherine Choquet

Publisher

Informa UK Limited

Related search

Rational Inversion of the Laplace Transform

Journal of Evolution Equations

English

Certain Isometries Related to the Bilateral Laplace Transform

Mathematical Modeling and Analysis

English

Numerical Inversion of the Laplace Transform

Mathematics of Computation

Computational Mathematics

Applied Mathematics

English

Improving the Laplace Transform Integration Method

Quarterly Journal of the Royal Meteorological Society

Atmospheric Science

English

Upscaling of Long-Term U(VI) Desorption From Pore Scale Kinetics to Field-Scale Reactive Transport Models

English

On the Laplace Transform of the Psi Function

Contemporary Mathematics

English

Flow Rate Through Microfilters: Influence of the Pore Size Distribution, Hydrodynamic Interactions, Wall Slip, and Inertia

Physics of Fluids

Mechanics of Materials

Condensed Matter Physics

Mechanical Engineering

Transfer Processes

Computational Mechanics

English

Particle Trapping by an External Body Force in the Limit of Large Peclet Number: Applications to Magnetic Targeting in the Blood Flow

European Journal of Applied Mathematics

Applied Mathematics

English

Approximating the Laplace Transform of the Sum of Dependent Lognormals

Advances in Applied Probability

Applied Mathematics

English