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Kawahara solitons in Boussinesq equations using a robust Christov-Galerkin spectral method
M. A. Christou
,
N. C. Papanicolaou
Department of Computer Science
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Dive into the research topics of 'Kawahara solitons in Boussinesq equations using a robust Christov-Galerkin spectral method'. Together they form a unique fingerprint.
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Keyphrases
Galerkin Spectral Method
100%
Boussinesq Equations
100%
Sixth Order
100%
Fourth Order
100%
Convergence Rate
50%
Galerkin
50%
Spectral Techniques
50%
Numerical Results
50%
Generalized Wave Equation
50%
Complete Orthonormal System
50%
Published Data
50%
Head-on Collision
50%
Monotone
50%
Generalized Boussinesq Equation
50%
Method of Variational Imbedding
50%
Spatial Derivatives
50%
Implicit Algorithm
50%
Banded Structure
50%
Linear Term
50%
Localized Wave Solutions
50%
Collision of Solitary Waves
50%
Mathematics
Matrix (Mathematics)
100%
Fourth-Order
100%
Spectral Method
100%
Complete Orthonormal System
100%
Wave Equation
100%
Time Step
100%
Type Equation
100%
Linear Term
100%
Spatial Derivative
100%
Engineering
Boussinesq's Hypothesis
100%
Solitary Wave
100%
Sixth Order
66%
Fourth Order
66%
Rate of Convergence
33%
Oscillatory
33%
Linear Term
33%
Banded Structure
33%