Skip to main navigation
Skip to search
Skip to main content
Penn State Home
Help & FAQ
Link opens in a new tab
Search content at Penn State
Home
Researchers
Research output
Research units
Equipment
Grants & Projects
Prizes
Activities
Integral boundary conditions in phase field models[Formula presented]
Xiaofeng Xu
, Lian Zhang
, Yin Shi
,
Long Qing Chen
, Jinchao Xu
Materials Science and Engineering
Materials Research Institute (MRI)
Mathematics
Center for Computational Mathematics and Applications (CCMA)
Research output
:
Contribution to journal
›
Article
›
peer-review
4
Link opens in a new tab
Scopus citations
Overview
Fingerprint
Fingerprint
Dive into the research topics of 'Integral boundary conditions in phase field models[Formula presented]'. Together they form a unique fingerprint.
Sort by
Weight
Alphabetically
Keyphrases
Phase-field Model
100%
Integral Boundary Conditions
100%
Lagrange multiplier Method
66%
Linear Systems
33%
Phase Transition
33%
Conjugate Gradient Method
33%
Microstructure Evolution
33%
Insulator-metal Transition
33%
Electronic Devices
33%
Special Properties
33%
Electric Potential
33%
Poisson Equation
33%
Numerical Experiments
33%
Symmetric Positive Definite
33%
Variational Problem
33%
Chemical Transport
33%
Optimal Convergence Rate
33%
Algebraic multigrid
33%
Thermal Transport
33%
Well-posedness
33%
Transport Transition
33%
Device Settings
33%
Solutions of Partial Differential Equations
33%
Thermal Phase
33%
Engineering
Phase Field
100%
Field Model
100%
Boundary Condition
100%
Lagrange Multiplier Method
50%
Microstructure Evolution
25%
Electric Potential
25%
Mesoscale
25%
Multigrid
25%
Numerical Experiment
25%
Posedness
25%
Convergence Rate
25%
Symmetric Positive Definite
25%
Partial Differential Equation
25%
Conjugate Gradient Method
25%
Mathematics
Phase Field
100%
Lagrange Multiplier Method
66%
Linear System
33%
Positive Definite
33%
Poisson Equation
33%
Numerical Experiment
33%
Partial Differential Equation
33%
Variational Problem
33%
Convergence Rate
33%
Posedness
33%
Special Property
33%
Conjugate Gradient Method
33%
Boundary Condition
33%