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Because of its enormous applications in fluid engineering the study of flow through a curved duct is of fundamental interest currently. Here, it is an elementary effort on studying the Isothermal fluid flow through a curved duct with square cross-section under various flow conditions to identify the detail flow behaviors. The numerical technique Spectral method is used as a main tool for solving the mathematical model, where the secondary tools are Chebyshev polynomial, the Collocation methods and the Newton-Raphson method. Results are also shown in graphical form.

Produktbeschreibung
Because of its enormous applications in fluid engineering the study of flow through a curved duct is of fundamental interest currently. Here, it is an elementary effort on studying the Isothermal fluid flow through a curved duct with square cross-section under various flow conditions to identify the detail flow behaviors. The numerical technique Spectral method is used as a main tool for solving the mathematical model, where the secondary tools are Chebyshev polynomial, the Collocation methods and the Newton-Raphson method. Results are also shown in graphical form.
Autorenporträt
Md. Afikuzzaman, B.Sc (Hons), Mathematics; M.Sc, Applied Mathematics, Khulna University, Bangladesh. Dr. Md. Mahmud Alam, Professor, Khulna University, Bangladesh.