Design criteria for a type of asymmetric orifice in a surge tank using CFD

An asymmetric orifice can be added to a surge tank of a hydro power plant to dampen the mass oscillation. This allows a reduction of the required volume and a more stable behavior of the overall hydraulic system. In this paper, the advantage of a typical asymmetric orifice is shown in comparison wit...

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Main Authors: Roman Gabl, Maurizio Righetti
Format: Article
Language:English
Published: Taylor & Francis Group 2018-01-01
Series:Engineering Applications of Computational Fluid Mechanics
Subjects:
Online Access:http://dx.doi.org/10.1080/19942060.2018.1443837
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spelling doaj-dd5d8cbb00594d3ea0639ca0678e8f0a2020-11-25T02:17:55ZengTaylor & Francis GroupEngineering Applications of Computational Fluid Mechanics1994-20601997-003X2018-01-0112139741010.1080/19942060.2018.14438371443837Design criteria for a type of asymmetric orifice in a surge tank using CFDRoman Gabl0Maurizio Righetti1The University of Edinburgh, Faraday Building, Colin Maclaurin RoadFree University of Bozen, Universitätsplatz 5An asymmetric orifice can be added to a surge tank of a hydro power plant to dampen the mass oscillation. This allows a reduction of the required volume and a more stable behavior of the overall hydraulic system. In this paper, the advantage of a typical asymmetric orifice is shown in comparison with a sharp-edged geometry with two different pipe diameters. The software ANSYS-CFX is used to investigate the influence of the individual geometry parameters (radius, length, angle at the forefront) on the local head loss coefficients and the ratio of the two flow directions. Furthermore, a coefficient is analyzed based on an equation from the literature for the sharp-edged structure, which can be used comparably for the asymmetric orifice. This allows us to reach preliminary assumptions of the losses at an early state of the design process. The following adaptation can be supported by the presented guidance for the optimization process, so that a suitable geometry for the specific boundary conditions can be found.http://dx.doi.org/10.1080/19942060.2018.1443837Control structuresflows in pipes and nozzleshydraulics of renewable energy systemshydraulic structure design and managementRANS model
collection DOAJ
language English
format Article
sources DOAJ
author Roman Gabl
Maurizio Righetti
spellingShingle Roman Gabl
Maurizio Righetti
Design criteria for a type of asymmetric orifice in a surge tank using CFD
Engineering Applications of Computational Fluid Mechanics
Control structures
flows in pipes and nozzles
hydraulics of renewable energy systems
hydraulic structure design and management
RANS model
author_facet Roman Gabl
Maurizio Righetti
author_sort Roman Gabl
title Design criteria for a type of asymmetric orifice in a surge tank using CFD
title_short Design criteria for a type of asymmetric orifice in a surge tank using CFD
title_full Design criteria for a type of asymmetric orifice in a surge tank using CFD
title_fullStr Design criteria for a type of asymmetric orifice in a surge tank using CFD
title_full_unstemmed Design criteria for a type of asymmetric orifice in a surge tank using CFD
title_sort design criteria for a type of asymmetric orifice in a surge tank using cfd
publisher Taylor & Francis Group
series Engineering Applications of Computational Fluid Mechanics
issn 1994-2060
1997-003X
publishDate 2018-01-01
description An asymmetric orifice can be added to a surge tank of a hydro power plant to dampen the mass oscillation. This allows a reduction of the required volume and a more stable behavior of the overall hydraulic system. In this paper, the advantage of a typical asymmetric orifice is shown in comparison with a sharp-edged geometry with two different pipe diameters. The software ANSYS-CFX is used to investigate the influence of the individual geometry parameters (radius, length, angle at the forefront) on the local head loss coefficients and the ratio of the two flow directions. Furthermore, a coefficient is analyzed based on an equation from the literature for the sharp-edged structure, which can be used comparably for the asymmetric orifice. This allows us to reach preliminary assumptions of the losses at an early state of the design process. The following adaptation can be supported by the presented guidance for the optimization process, so that a suitable geometry for the specific boundary conditions can be found.
topic Control structures
flows in pipes and nozzles
hydraulics of renewable energy systems
hydraulic structure design and management
RANS model
url http://dx.doi.org/10.1080/19942060.2018.1443837
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