Heat transfer in porous media of steel balls under oscillating flow

Mehmet Turgay Pamuk, Mustafa Özdemir*

*Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

22 Citations (Scopus)

Abstract

In this paper, heat transfer in porous media under oscillating water flow has been studied experimentally. A total of 54 sets of heat transfer experiments, each representing a different frequency, flow displacement length and heat input, have been conducted for two different porous media of steel balls. Cycle averaged local Nusselt numbers are obtained by measuring the bulk temperatures at the inlet cross sections and the center of the porous medium. It is observed that the local Nusselt number based on time averaged wall and bulk temperatures increases by frequency and maximum fluid displacement, and depends on the axial direction with increasing frequency. The variation of spaced-cycle averaged Nusselt numbers based on the averaged surface and bulk temperatures are introduced for different frequencies and flow displacements. The space-cycle averaged Nusselt number increases by kinetic Reynolds number and non-dimensional fluid displacement. The averaged Nusselt number for a certain porous medium can be correlated with kinetic Reynolds number and non-dimensional fluid displacement. Then, a more general Nusselt number correlation independent from the porous medium type and fluid properties is proposed. It is also shown that the Nusselt correlation which is a function of A o and ReωDa is in good agreement with experimental data.

Original languageEnglish
Pages (from-to)79-92
Number of pages14
JournalExperimental Thermal and Fluid Science
Volume42
DOIs
Publication statusPublished - Oct 2012

Funding

We would like to express our thanks to Istanbul Technical University whose financial support and granting access to its laboratory facilities made it possible to realize this project.

FundersFunder number
Istanbul Teknik Üniversitesi

    Keywords

    • Heat transfer
    • Nusselt number correlations
    • Oscillating flow
    • Porous media

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