Dual solutions for opposing mixed convection in porous media
arXiv:1803.05934 · doi:10.1115/1.4036727
Abstract
The problem of steady mixed convection boundary-layer flow on a cooled vertical permeable circular cylinder embedded in a fluid-saturated porous medium is studied. Here, we evaluate the flow and heat transfer characteristics numerically for various values of the governing parameters and demonstrate the existence of dual solutions beyond a critical point.
References in corpus (11)
- On thermal boundary layers on a flat plate subjected to a variable heat flux
- Thermal interaction between free convection and forced convection along a vertical conducting wall
- Mixed-convection laminar film condensation on a semi-infinite vertical plate
- Heat transfer in the flow of a cold, two-dimensional vertical liquid jet against a hot, horizontal plate
- Transient conjugate free convection from a vertical flat plate in a porous medium subjected to a sudden change in surface heat flux
- An accurate numerical method for systems of differentio-integral equations associated with multiphase flow
- Inclined wall plumes in porous media
- Heat transfer in the flow of a cold, two-dimensional draining sheet over a hot, horizontal cylinder
- Heat transfer in the flow of a cold, axisymmetric vertical liquid jet against a hot, horizontal plate
- Heat transfer in the flow of a cold, axisymmetric jet over a hot sphere
- Laminar film condensation heat transfer on a vertical, non-isothermal, semi-infinite plate