Browsing by Subject "MATHEMATICAL TECHNIQUES - Boundary Value Problems"
Now showing items 1-3 of 3
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Article
Chebyshev spectral methods for solving two-point boundary value problems arising in heat transfer
(1988)The performance of Chebyshev spectral methods for solving nonlinear two-point boundary value problems is tested on several such problems arising in heat transfer. The collocation and the Galerkin spectral formulations are ...
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Article
Spectral collocation methods for the primary two‐point boundary value problem in modelling viscoelastic flows
(1988)Expansions in terms of beam functions and Chebyshev polynomials are used to compute solutions to the primary two‐point boundary value problem within a spectral collocation formulation. The performance of the methods is ...
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Article
Spectral Galerkin methods for the primary two‐point boundary value problem in modelling viscoelastic flows
(1988)The essential character of the primary elliptic‐hyperbolic operator encountered in the modelling of viscoelastic flows is encaptured in a non‐linear fifth‐order two‐point boundary value problem in one dimension. Expansions ...