In this article, nanofluid convective flow inside a porous enclosure is simulated by means of two-temperature model. Control volume based finite element method is employed for this purpose. Nanofluid properties are estimated by means of KKL model. Darcy- Boussinesq approximation is utilized for nanofluid flow field. Lorentz forces effects are taken into consideration. Roles of solid-nanofluid interface heat transfer parameter
(
Nhs
)
, Rayleigh number
(
Ra
)
, porosity
(
ε
)
, and Hartmann number
(
Ha
)
are examined. Outputs demonstrate that
|
ψ
|
max
enhance with rise of
Nhs
but it augments with rise of
Ra
. Porosity has opposite relationship with temperature gradient.
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