Litcius/Paper detail

Natural convection of NEPCM in a partial porous H-shaped cavity: ISPH simulation

Abdelraheem M. Aly, Noura Alsedais

2023International Journal of Numerical Methods for Heat &amp Fluid Flow38 citationsDOI

Abstract

Purpose This paper aims to investigate the conformable fractal approaches of unsteady natural convection in a partial layer porous H-shaped cavity suspended by nano-encapsulated phase change material (NEPCM) by the incompressible smoothed particle hydrodynamics method. Design/methodology/approach The partial hot sources with variable height L_Hot are in the H-cavity’s sides and center. The performed numerical simulations are obtained at the variations of the following parameters: source of hot length L_Hot = (0.4–1.6), conformable fractal parameter α (0.97–1), fusion temperature θ f (0.05–0.9), thermal radiation parameter Rd (0–7), Rayleigh number Ra (10 3 –10 6 ), Darcy parameter Da (10 −2 to 10 −5 ) and Hartmann number Ha (0–80). Findings The main outcomes showed the implication of hot source length L_Hot, Rayleigh number and fusion temperature in controlling the contours of a heat capacity within H-shaped cavity. The presence of a porous layer in the right zone of H-shaped cavity prevents the nanofluid flow within this area at lower Darcy parameter. An increment in the thermal radiation parameter declines the heat transfer and changes the heat capacity contours within H-shaped cavity. The velocity field is strongly enhanced by an augmentation on Rayleigh number. Increasing the Hartmann number shrinks the velocity field within H-shaped cavity. Originality/value The novelty of this work is solving the conformable fractal approaches of unsteady natural convection in a partial layer porous H-shaped cavity suspended by NEPCM.

Topics & Concepts

Natural convectionRayleigh numberHartmann numberNusselt numberDarcy numberMechanicsHeat transferMaterials scienceThermodynamicsPhysicsTurbulenceReynolds numberNanofluid Flow and Heat TransferLattice Boltzmann Simulation StudiesFluid Dynamics Simulations and Interactions