Effects of viscous dissipation and fluid axial heat conduction on entrance-region heat transfer in parallel plates : Part II: The thermal boundary condition of the second kind

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In the present paper, the extension of the work on the combined effects of viscous dissipation, fluid axial heat conduction and moving boundary to cover the thermal boundary condition of constant wall heat flux is considered. The laminar forced convection in parallel plates is investigated under the assumptions of hydrodynamically fully developed non-Newtonian fluid flow, the uniform temperature at upstream infinity and a step change in wall heat flux at z = 0. The temperature distribution of the fluid for - ∞ < z < ∞ is determined and the effects of relative velocity of the moving plate, Brinkman number and Peclet number on developing temperature distribution and Nusselt number are discussed.
長崎大学の論文