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Publications by Ana Jacinta Soares
On the Relaxation of the Maxwell-Stefan System to Linear Diffusion
Applied Mathematics Letters
Applied Mathematics
A Kinetic Model for Chemical Reactions Without Barriers
Related publications
Testing the Consistency of the Maxwell–Stefan Formulation When Predicting Self-Diffusion in Zeolites With Strong Adsorption Sites
Nanotechnology
Mechanics of Materials
Electronic Engineering
Mechanical Engineering
Materials Science
Nanoscience
Electrical
Bioengineering
Nanotechnology
Chemistry
High Frequency Behavior of the Maxwell–bloch Model With Relaxation: Convergence to the Schrödinger-Rate System
Journal of Hyperbolic Differential Equations
Mathematics
Analysis
Analytical and Numerical Study of Travelling Waves Using the Maxwell-Cattaneo Relaxation Model Extended to Reaction-Advection-Diffusion Systems
Physical review. E
Nonlinear Physics
Probability
Statistics
Condensed Matter Physics
Statistical
Application of the Maxwell–Stefan Theory to the Transport in Ion-Selective Membranes Used in the Chloralkali Electrolysis Process
Chemical Engineering Science
Applied Mathematics
Chemistry
Chemical Engineering
Manufacturing Engineering
Industrial
On Computation of Waveguide Scattering Matrices for the Maxwell System
Functional Analysis and its Applications
Applied Mathematics
Analysis
Measurement of the Diffusion Coefficients of Organic Vapor Into Air by the Stefan Method : (2nd Report Measurement on the Diethyl Ether - Air System at 298 K)
Netsu Bussei
Incorporating the Loading Dependence of the Maxwell-Stefan Diffusivity in the Modeling of CH4 and CO2 Permeation Across Zeolite Membranes
Notes on the Global Well-Posedness for the Maxwell-Navier-Stokes System
Abstract and Applied Analysis
Applied Mathematics
Analysis
The Schrödinger–Maxwell System With Dirac Mass
Annales de l'Institut Henri Poincare. Annales: Analyse Non Lineaire/Nonlinear Analysis
Applied Mathematics
Mathematical Physics
Analysis
