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Upscaling of reactive flows
K. Kumar
Center for Analysis, Scientific Computing & Appl.
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Dissertatie 1 (Onderzoek TU/e / Promotie TU/e)
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Alfabetische volgorde
Mathematics
Boundary Condition
100%
Reaction Term
100%
Deposition Process
100%
Approximates
66%
Complex Geometry
66%
Lateral Boundary
66%
Taking Place
66%
Nonlinearities
66%
Numerical Methods
66%
Numerical Scheme
66%
Mathematical Proof
33%
Numerical Simulation
33%
Asymptotic Expansion
33%
Finite Element Methods
33%
Time Case
33%
Time Discretization
33%
Transversals
33%
Mathematical Modeling
33%
Convergence Behavior
33%
Discrete Scheme
33%
Asymptotic Analysis
33%
Scale Model
33%
Discrete Time
33%
Free Boundary Problem
33%
Dimensional Model
33%
Numerical Experiment
33%
Computational Effort
33%
Numerical Computation
33%
Mixed Finite Element Method
33%
Asymptotic Approach
33%
Engineering
Boundary Condition
100%
Deposition Process
100%
Nonlinearity
66%
Chemical Vapor Deposition
66%
Numerical Scheme
66%
Microscale
66%
Finite Element Method
66%
Vapor Deposition
66%
Numerical Methods
66%
Computer Simulation
33%
Mathematical Model
33%
One Dimensional
33%
Multiscale
33%
Numerical Computation
33%
Numerical Experiment
33%
Two Dimensional
33%
Discretization
33%
Oscillatory
33%
Computational Effort
33%
Discrete Time
33%
Flow in Porous Medium
33%
Dissolution Process
33%
Thin Strip
33%
Macroscopic Model
33%
Secondary Battery
33%
Deep Understanding
33%
Flow Model
33%
Dimensional Model
33%
Scale Model
33%
Asymptotic Expansion
33%
Material Science
Finite Element Methods
100%
Vapor Phase Deposition
100%
Chemical Vapor Deposition
100%
Numerical Computational Method
100%
Film Growth
50%
Pore Structure
50%
Flow in Porous Medium
50%
Secondary Battery
50%
Homogenization
50%
Chemical Engineering
Vapor Deposition
100%
Chemical Vapor Deposition
100%