Four-Point EGSOR Iteration for the Grünwald Implicit Finite Difference Solution of One-Dimensional Time-Fractional Parabolic Equations

Four-Point EGSOR Iteration for the Grünwald Implicit Finite Difference Solution of One-Dimensional Time-Fractional Parabolic Equations

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In this paper, our main concerned is on the application of the formulation of a four-point explicit group successive over-relaxation (4EGSOR) iterative method in solving one-dimensional time-fractional parabolic equations based on the second-order Grünwald implicit approximation equation. The formu...

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Bibliographic Details
Main Authors: Jaini N.I (Author), Jamil N.M (Author), Jonovich A.A.A (Author), Jusoh @ Awang R. (Author), Kasim A.R.M (Author), Muhiddin, F.A (Author), Sulaiman, J. (Author), Sunarto, A. (Author), Zabidi S.F.A (Author)
Format: Article
Language:English
Published: Institute of Physics Publishing 2019
Subjects:
Approximation equations
Derivative operators
Finite-difference discretization
Finite-difference solution
Iterative methods
Number of iterations
Numerical experiments
Parabolic Equations
Partial differential equations
Successive over relaxation
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