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A Second-order Time-Accurate Unconditionally Stable Method for a Gradient Flow for the Modica–Mortola Functional
Seokjun Ham
, Soobin Kwak
, Chaeyoung Lee
, Gyeonggyu Lee
,
Junseok Kim
*
*
Corresponding author for this work
Department of Mathematics
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peer-review
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Keyphrases
Ordering Time
100%
Gradient Flow
100%
Time-accurate
100%
Unconditionally Stable Methods
100%
Numerical Solution
66%
Unconditionally Stable numerical Methods
66%
Second-order Accurate
33%
Nonlinear Term
33%
Operator Splitting Method
33%
Linear Term
33%
Overall Scheme
33%
Unconditional Stability
33%
Multiple Wells
33%
Well Potential
33%
Numerical Test
33%
Fourier Spectral Method
33%
Mathematics
Gradient Flow
100%
Time Order
100%
Numerical Solution
66%
Mathematical Method
66%
Boundedness
33%
Operator Splitting
33%
Time Step Size
33%
Nonlinear Term
33%
Spectral Method
33%
Linear Term
33%