Swirl flow in annular geometry with varying cross-section

Swirling gas flow is an important topic of research that helps in the design of rockets, atomizers,and gas turbine combustors. In the present work, swirl flow inside annular geometries with constant and varying cross-sectional areas are examined using computational fluid dynamics (CFD). Effects of c...

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Main Authors: Mohammad Raghib Shakeel, Esmail M. A. Mokheimer
Format: Article
Language:English
Published: Taylor & Francis Group 2022-12-01
Series:Engineering Applications of Computational Fluid Mechanics
Subjects:
Online Access:https://www.tandfonline.com/doi/10.1080/19942060.2022.2076744
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author Mohammad Raghib Shakeel
Esmail M. A. Mokheimer
author_facet Mohammad Raghib Shakeel
Esmail M. A. Mokheimer
author_sort Mohammad Raghib Shakeel
collection DOAJ
description Swirling gas flow is an important topic of research that helps in the design of rockets, atomizers,and gas turbine combustors. In the present work, swirl flow inside annular geometries with constant and varying cross-sectional areas are examined using computational fluid dynamics (CFD). Effects of changing the flow and geometric parameters on the swirl behaviour were studied. Reynolds number was found to increase the swirl number in straight and diverging cross-sectional geometries while no significant effect of Reynolds number was observed in converging cross-sectional geometry. Radius ratio, defined as the ratio of the inner to the outer radius of the annular geometry, was found to have a significant effect on the swirl number. Decreasing the radius ratio, in straight and diverging annular geometry decreases the swirl number, however, an opposite trend was observed in the case of converging annular geometry due to significant increase in axial velocity as a result of reduced cross-sectional area. Increasing the swirler vane angle increased the swirl number. At higher vane angles of 60° and 70°, a recirculation zone is developed near the exit of the swirler. Using small cone angles was found to lower the swirl decay rate in converging and diverging nozzles.
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spelling doaj.art-6878b9dc01c74aaa882d411dd686fc0f2022-12-22T00:39:50ZengTaylor & Francis GroupEngineering Applications of Computational Fluid Mechanics1994-20601997-003X2022-12-011611154117210.1080/19942060.2022.2076744Swirl flow in annular geometry with varying cross-sectionMohammad Raghib Shakeel0Esmail M. A. Mokheimer1Department of Mechanical Engineering, College of Engineering, King Fahd University of Minerals & Petroleum (KFUPM), Dharhan, Saudi ArabiaDepartment of Mechanical Engineering, College of Engineering, King Fahd University of Minerals & Petroleum (KFUPM), Dharhan, Saudi ArabiaSwirling gas flow is an important topic of research that helps in the design of rockets, atomizers,and gas turbine combustors. In the present work, swirl flow inside annular geometries with constant and varying cross-sectional areas are examined using computational fluid dynamics (CFD). Effects of changing the flow and geometric parameters on the swirl behaviour were studied. Reynolds number was found to increase the swirl number in straight and diverging cross-sectional geometries while no significant effect of Reynolds number was observed in converging cross-sectional geometry. Radius ratio, defined as the ratio of the inner to the outer radius of the annular geometry, was found to have a significant effect on the swirl number. Decreasing the radius ratio, in straight and diverging annular geometry decreases the swirl number, however, an opposite trend was observed in the case of converging annular geometry due to significant increase in axial velocity as a result of reduced cross-sectional area. Increasing the swirler vane angle increased the swirl number. At higher vane angles of 60° and 70°, a recirculation zone is developed near the exit of the swirler. Using small cone angles was found to lower the swirl decay rate in converging and diverging nozzles.https://www.tandfonline.com/doi/10.1080/19942060.2022.2076744Swirlswirl flowannulusconverging annulusdiverging annulusvarying cross-sectional annuli
spellingShingle Mohammad Raghib Shakeel
Esmail M. A. Mokheimer
Swirl flow in annular geometry with varying cross-section
Engineering Applications of Computational Fluid Mechanics
Swirl
swirl flow
annulus
converging annulus
diverging annulus
varying cross-sectional annuli
title Swirl flow in annular geometry with varying cross-section
title_full Swirl flow in annular geometry with varying cross-section
title_fullStr Swirl flow in annular geometry with varying cross-section
title_full_unstemmed Swirl flow in annular geometry with varying cross-section
title_short Swirl flow in annular geometry with varying cross-section
title_sort swirl flow in annular geometry with varying cross section
topic Swirl
swirl flow
annulus
converging annulus
diverging annulus
varying cross-sectional annuli
url https://www.tandfonline.com/doi/10.1080/19942060.2022.2076744
work_keys_str_mv AT mohammadraghibshakeel swirlflowinannulargeometrywithvaryingcrosssection
AT esmailmamokheimer swirlflowinannulargeometrywithvaryingcrosssection