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DIFFUSION SYSTEMS REACTING AT THE BOUNDARY.
W. E. Olmstead
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Corresponding author for this work
Engineering Sciences and Applied Mathematics
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peer-review
2
Scopus citations
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Dive into the research topics of 'DIFFUSION SYSTEMS REACTING AT THE BOUNDARY.'. Together they form a unique fingerprint.
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Keyphrases
Heat Equation
100%
Diffusion System
100%
Two-species
50%
Slow Decay
50%
Chemical Concentration
50%
Integral Equations
50%
Adjacent Areas
50%
Flux Conditions
50%
Asymptotic Behavior of Solutions
50%
Coupling Interaction
50%
Linear Heat Equation
50%
Boundary Interactions
50%
Volterra Integral Equation
50%
Species Concentration
50%
Fast Decay
50%
Boundary Flux
50%
Semi-infinite Domain
50%
Large Time Asymptotic Behavior
50%
Common Boundary
50%
Positive Solution
50%
Boundary Reaction
50%
Monotone Operator Method
50%
Engineering
One Dimensional
100%
Infinite Domain
100%
Reacting System
100%
Common Boundary
100%
Operator Method
100%
Positive Solution
100%
Mathematics
Heat Equation
100%
Integral Equation
33%
Considered Problem
33%
Volterra Integral Equation
33%
Chemical Concentration
33%
Physical Situation
33%
Asymptotic Behavior
33%
Infinite Domain
33%
Positive Solution
33%
Chemical Engineering
Reacting System
100%