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Mathematical modeling / Differential equations / Quantum mechanics / Reaction–diffusion system / Stiff equation / Asymptotic analysis / Perturbation theory / Singular perturbation / Spectral theory / Calculus / Mathematical analysis / Differential calculus


Parameter Study of a Reaction-Diffusion System Near the Reactant Coefficient Asymptotic Limit Michael Muscedere and Matthias K. Gobbert Department of Mathematics and Statistics, University of Maryland, Baltimore County,
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Document Date: 2008-08-23 13:46:11


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File Size: 427,69 KB

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Facility

University of Minnesota / University of Maryland / /

IndustryTerm

interface solutions / stiff systems / stationary solution / chemical reactions / Chemical kinetics / chemical reaction / limit solution / chemical species / steady-state solution / numerical solutions / numerical solution / /

Organization

Institute for Mathematics / University of Minnesota / Department of Mathematics and Statistics / Reactant Coefficient Asymptotic Limit Michael Muscedere and Matthias K. Gobbert Department of Mathematics and Statistics / University of Maryland / Baltimore County / /

Person

Matthias K. Gobbert / /

Position

representative / /

ProgrammingLanguage

MATLAB / /

ProvinceOrState

Maryland / Baltimore County / Minnesota / /

Technology

Simulation / /

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