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A variable mesh C-SPLAGE method of accuracy \(O(k^2h_l^{-1}+kh_l+h_l^3)\) for 1D nonlinear parabolic equations - MaRDI portal

A variable mesh C-SPLAGE method of accuracy \(O(k^2h_l^{-1}+kh_l+h_l^3)\) for 1D nonlinear parabolic equations (Q1030219)

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scientific article; zbMATH DE number 5573821
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English
A variable mesh C-SPLAGE method of accuracy \(O(k^2h_l^{-1}+kh_l+h_l^3)\) for 1D nonlinear parabolic equations
scientific article; zbMATH DE number 5573821

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    A variable mesh C-SPLAGE method of accuracy \(O(k^2h_l^{-1}+kh_l+h_l^3)\) for 1D nonlinear parabolic equations (English)
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    1 July 2009
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    variable mesh
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    nonlinear parabolic equation
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    singular equation
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    heat equation
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    Burgers' equation
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    optimal relaxation parameter
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    numerical examples
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    comparison of methods
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    cubic spline alternating group explicit (C-SPLAGE) method
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    convergence
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    successive over relaxation method
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    stability
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