Influence of inlet vorticity and aspect ratio on axis-switching and mixing characteristics of heated rectangular jets

Won Hyun Kim, Tae Seon Park

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5 Scopus citations

Abstract

To investigate interactive characteristics between the inlet condition and axis-switching phenomenon, heated rectangular jets are numerically investigated for seven aspect ratios (AR = 1.0 − 6.0) with three jet temperatures of 300, 500, and 1000 K. The corresponding Reynolds number is 11,400 – 21,000. To examine the relative importance of ωθ and ωx on axis-switching, seven inlets are obtained by an inflow generator. For the flows of nozzle part, various geometry-driven and turbulence-driven vortices are observed. It is shown that the rotational directions of turbulence-driven vortices have the rotational direction hindering the axis-switching flow. By using the crossover location of the jet half-widths and the mixing length, the axis-switching condition depending on AR and jet temperature is explained. The crossover location is changed to the ωx-variation, which is approximately eight times as sensitive as the ωθ-variation. Based on the results of AR and temperature changes, the strong influence on axis-switching flow and mixing is confirmed for the ωx-change. Also, the heat transfer effect on mixing enhancement becomes strong for the weak axis-switching condition. As AR increases, the mixing performance decreases, but mixing enhancement of the axis-switching flow is confirmed for AR ≤ 4. Finally, to explain the ωx-variation related to the axis-switching mechanism, the ωx transport equations are analyzed by three terms of the Prandtl's first kind and the baroclinic torque. The roles of the vortex stretching and baroclinic torque terms are analyzed for the positive effect of the ωx-variation on the axis-switching phenomenon.

Original languageEnglish
Article number119813
JournalInternational Journal of Heat and Mass Transfer
Volume155
DOIs
StatePublished - Jul 2020

Keywords

  • Aspect ratio
  • Axis switching
  • Heated rectangular jet
  • Inflow condition
  • Mixing enhancement
  • Vortices

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