Effect of internal fins along with Hybrid Nano-Particles on solid process in star shape triplex Latent Heat Thermal Energy Storage System by numerical simulation

Combined Effects of Heat and Mass Transfer on MHD Free Convective Flow of Maxwell Fluid with Variable Temperature and Concentration

“…By putting the value of H(q) � (2q/(q 2 + 1) 2 ) into equation (16) and Laplace inverse gives the expression…”

“…e thermal properties' effects on the soil temperature are modeled and investigated numerically by Belatrache [12]. To have more insight about heat and mass transfer mechanisms in fluid flow and their applications, readers are referred to review references [13][14][15][16].On the other hand, many researchers paid a significant amount of attention to the study of MHD free convective flows due to its numerous applications in solar and stellar structure, radio propagation, MHD pumps, MHD bearings, aerodynamics, polymer technology, petroleum industry, crude oil purification, glass fiber drawing, etc. In light of these applications, many researchers such as Rajput [17], Gupta [18], and El Amin [19] studied the MHD flow of different fluids.…”

An exact analysis of radiative heat transfer and unsteady MHD convective flow of a second‐grade fluid with ramped wall motion and temperature

“…A hydrothermal analysis of ethylene glycol based nanofluid flow inside a permeable container subject to Boussinesq-Darcy law and magnetic effects was provided by Rostami et al 4 Ardahaie et al 5 scrutinized the impacts of supplemented nanoparticles on magnetized transport of blood through a porous blood vessel. Heat transfer and flow of MHD squeezing hybrid nanofluid through an infinite horizontal channel were explored and discussed by Sajad et al 6 Some identical studies can be viewed in References [7][8][9][10]. Ramped heating is an important feature that influences the heat transfer process in an effective way and can be treated as an efficient replacement of adiabatic boundary conditions.…”

Exploration of irreversibility and thermal motion of a nanoliquid with the Newton boundary condition by using the Darcy–Forchheimer rule

“…The heat transfer of multiwall carbon nanotubes (MWCNTs) or akerosene nanoliquid in the channel having heat sink has been inspected by Abedin et al 8 Sarlak et al 9 studied the numerical optimization of a double‐covered channel with a heat sink by considering a CNT nanofluid with non‐Newtonian viscosity. Ganji et al 10‐15 investigated on different fluid flows in various systems by considering the nanoparticle shape factor and several base fluids. Ayele and Wubshet 16 reveal the dissimilarity in velocity and temperature fields of MWCNT and singlewall carbon nanotube (SWCNT) nanoliquids.…”