PhD Dissertation at the University of Basrah Explores Parametric Analysis of Nanofluid Flow Problems
A PhD dissertation at the College of Science, University of Basrah, entitled “Parametric Analysis of Nanofluid Flow Problems”, investigated advanced analytical approaches for addressing nonlinear equations associated with nanofluid and hybrid fluid flows.
The dissertation, presented by Haider Abdulrazzaq Namous, aimed to propose and develop several hybrid analytical methods to solve nonlinear equations related to nanofluid problems and hybrid flow dynamics.
The study introduced multiple methods. The first method, (LTC-q-HAM), integrates the q-Homotopy Analysis Method (q-HAM) with the Laplace Transform (LT), supported by the Convolution Theorem (CT). The second hybrid method, (ETC-q-HAM), combines the Elzaki Transform (ET) with q-HAM and the Convolution Theorem.
These hybrid methods were applied to derive optimal approximate analytical solutions for magnetohydrodynamic (MHD) nanofluid flow in Jeffrey–Hamel models, as well as Casson nanofluid compressive flow in a porous medium between two parallel plates.
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