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A Gibbs energy minimization method for constrained and partial equilibria
Pertti Koukkari
,
Risto Pajarre
Research output
:
Contribution to journal
›
Article
›
Scientific
›
peer-review
43
Citations (Scopus)
Overview
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Dive into the research topics of 'A Gibbs energy minimization method for constrained and partial equilibria'. Together they form a unique fingerprint.
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Keyphrases
Chemical Potential
33%
Conjugate Coefficient
33%
Conservation Constraint
33%
Constrained Equilibrium
100%
Donnan
33%
Energy Calculation
66%
Energy Minimization
33%
External Potential
33%
Fiber Suspension
33%
Free Energy Minimization
33%
Gibbs Free Energy
100%
Gibbs Free Energy Minimization
100%
Kinetically Controlled
33%
Lagrange multiplier
33%
Lagrange's Method of Undetermined multipliers
33%
Linear Combination
33%
Linear Constraints
33%
Minimization Problem
33%
Multiphase Systems
33%
Non-equilibrium
33%
Partial Equilibrium
100%
Partial Equilibrium Analysis
33%
Path Analysis
33%
Reaction Network
33%
Related Conditions
33%
Surface Systems
33%
System Components
33%
System Interface
33%
INIS
affinity
40%
constraints
80%
energy
100%
equilibrium
100%
fibers
20%
free energy
20%
implementation
20%
interfaces
20%
matrices
20%
minimization
100%
potentials
20%
stoichiometry
20%
surfaces
20%
suspensions
20%
Engineering
Chemical Potential
20%
Energy Minimisation
100%
Gibbs Free Energy
100%
Lagrange
20%
Lagrange Multiplier Method
20%
Limitations
20%
Linear Combination
20%
Multiphase System
40%
Nonequilibrium
20%
Reaction Network
20%
System Component
20%
Chemistry
Chemical Element
20%
Chemical Potential
20%
Energy Minimization
100%
Free Energy
20%
Gibbs Free Energy
100%
Multi-Phase System
20%
Nonequilibrium
20%
Mathematics
chemical potential μ
20%
External Potential
20%
Gibbs Free Energy
100%
Lagrange Multiplier Method
20%
Linear Combination
20%
Linear Constraint
20%
Matrix
20%
Stoichiometric
20%
Chemical Engineering
Chemical Element
20%
Chemical Potential
20%
Free Energy
20%
Gibbs Free Energy
100%
Material Science
Surface (Surface Science)
100%