Abstract

Periodically fully developed swirl flow and heat transfer in axially helically twisted tubes with elliptical cross sections are computationally modeled. The tubular geometry is described by its twist ratio y (ratio of 180°wist-pitch H to hydraulic diameter dh), and flow cross-section aspect ratio a (ratio of minor to major axis of ellipse). Constant-property flows of water (Prandtl number ~3.0) in the laminar Reynolds number regime (10 ≤ Re ≤ 1000) are considered for several different duct geometries (3.0 ≤ y ≤ 6.0 and 0.3 ≤ α ≤ 0.7). The parametric study delineates the effect of swirl on the velocity distribution, isothermal Fanning friction factor f, the temperature field, and Nusselt number Nu for a tube maintained at a uniform wall temperature (T condition). The dominant vortex structure has a spiral formation with a rotating fluid nucleus and two counter-rotating cells as spiral arms in the flatter section of the oval cross section. Both f and Nu are found to be highest for more tightly twisted tubes (y = 3.0) with a flatter elliptical cross section (α = 0.3). Moreover, relative to an equivalent straight oval tube, up to 2.5 times higher heat transfer rates can be achieved for fixed pumping power to render a more compact heat exchanger with a smaller volume or high surface-area density.

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