ISSN Imprimir: 1099-2391
Archives: Volume 1, 1999 to Volume 4, 2002
Volumes:Volumen 4, 2002 Volumen 3, 2001 Volumen 2, 2000 Volumen 1, 1999
Hybrid Methods in Engineering
ANALYSIS OF FORCED CONVECTION IN A MICROTUBE WITH WAVY WALLS
Steady laminar flow of an incompressible fluid through a tube of almost circular cross-section is examined analytically, first for the case of a tube whose wall is wavy in the azimuthal direction, and then for one wavy in the axial direction. For the first case, a complete solution of the flow and forced convection heat transfer (for constant flux at the boundary) is possible for a wall of arbitrary cross-section. It is shown that, for a fixed axial pressure gradient, any departure from circularity leads to a reduction in volume flux and a reduction in heat transfer. For the second case, no simple analytic solution is possible, but estimates of the increase in resistance due to a departure from circularity have been made.
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