Abstract

The present study deals with numerical simulation of fully developed flow and heat transfer through a wavy surface described by the function y=2asin2(πx/L). Finite volume method on collocated grid is used to solve incompressible, time-dependent Navier–Stokes and energy equation in primitive variable form. Effect of geometry, generated by varying Hmin/Hmax ratio from 0.1 to 0.5 and keeping L/a ratio fixed to 8, on fluid flow and heat transfer characteristics has been elaborated at a Reynolds number of 600. The critical Reynolds number of unsteadiness is found to depend on the geometrical parameters. At Re=600, one model shows the flow with multiple frequencies while the others reveal single frequency. It is established that geometry with Hmin/Hmax ratio 0.2 produces the highest Nusselt number and spawns the best thermal performance factor (TPF). With increase in Reynolds number, the steady flow shows a decrease in TPF while an increase in TPF is noticed when the flow is unsteady.

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