
Summary: The complex-variable boundary element method is used to analyze forced convection in cooling passages with general, convex cross-sections. Quadratic spline interpolation is employed for the modelling of coupled velocity and temperature fields. The method is well-suited for ducts with curved surfaces and high geometric aspect ratios. The method is illustrated for ducts with rounded rectangular, elliptical and rounded diamond cross-sections. General correlations are presented for the fully developed Nusselt number and Moody friction factor, and the Hagenbach entrance region factor.
quadratic spline interpolation, integral equations, Moody friction factor, Boundary element methods applied to problems in fluid mechanics, Heat and mass transfer, heat flow, Hagenbach entrance region factor, Forced convection, channel flow, Complex variables methods applied to problems in fluid mechanics, complex-variable boundary element method, internal forced convection, Nusselt number
quadratic spline interpolation, integral equations, Moody friction factor, Boundary element methods applied to problems in fluid mechanics, Heat and mass transfer, heat flow, Hagenbach entrance region factor, Forced convection, channel flow, Complex variables methods applied to problems in fluid mechanics, complex-variable boundary element method, internal forced convection, Nusselt number
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