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Numerical analysis of reverse wake-induced vibration at low Reynolds number

Numerical analysis of reverse wake-induced vibration at low Reynolds number
Numerical analysis of reverse wake-induced vibration at low Reynolds number
Reverse wake-induced vibration (RWIV) of two tandem cylinders with the downstream one fixed is numerically studied in this paper; Reynolds number is set as 150 (Re = 150). The effect of different spacing ratios (α) ranging from 3 to 6 with a gap of 0.5 is simulated to investigate the vibration characteristics of RWIV, where the spacing ratio (α) is defined as the nondimensional ratio of the center-to-center separation between the cylinders. As the spacing ratio increases from 3 to 6, RWIV shows a transition from galloping to vortex-induced vibration (VIV), which is also a reverse phenomenon compared to wake-induced vibration (WIV). As to the wake mode, two different types of vortex motion (2S - 2P - 2S and 2S - 2P) are observed within the given range of spacing ratio. Empirical modal decomposition is also applied to further analyze the vibration characteristics of galloping and VIV in RWIV. When the system shows galloping, the number of decomposed modes is larger with the increasing reduced velocity, and different vibration modes show evident mutual anisotropy. In addition, the vortex line diagram is used to analyze the wake vortex characteristics of the RWIV and to supplement the above findings.
1070-6631
Gu, Yubin
7b6c21cf-53bf-49cf-b017-ebd57939aa3d
Yurchenko, Daniil
51a2896b-281e-4977-bb72-5f96e891fbf8
Wang, Junlei
d55dc6d0-734d-46e1-bedd-5ecc18df8702
Li, Shenfang
3551287c-d59a-461f-bc77-c82d94e2580f
Wei, Sihang
11f25d3c-ef02-42ac-bee1-db1cfeb8a64b
Tang, Rongjiang
d0c82729-c5c7-42a3-b8fa-7b0c122f82ce
Gu, Yubin
7b6c21cf-53bf-49cf-b017-ebd57939aa3d
Yurchenko, Daniil
51a2896b-281e-4977-bb72-5f96e891fbf8
Wang, Junlei
d55dc6d0-734d-46e1-bedd-5ecc18df8702
Li, Shenfang
3551287c-d59a-461f-bc77-c82d94e2580f
Wei, Sihang
11f25d3c-ef02-42ac-bee1-db1cfeb8a64b
Tang, Rongjiang
d0c82729-c5c7-42a3-b8fa-7b0c122f82ce

Gu, Yubin, Yurchenko, Daniil, Wang, Junlei, Li, Shenfang, Wei, Sihang and Tang, Rongjiang (2023) Numerical analysis of reverse wake-induced vibration at low Reynolds number. Physics of Fluids, 35 (7), [074116]. (doi:10.1063/5.0158976).

Record type: Article

Abstract

Reverse wake-induced vibration (RWIV) of two tandem cylinders with the downstream one fixed is numerically studied in this paper; Reynolds number is set as 150 (Re = 150). The effect of different spacing ratios (α) ranging from 3 to 6 with a gap of 0.5 is simulated to investigate the vibration characteristics of RWIV, where the spacing ratio (α) is defined as the nondimensional ratio of the center-to-center separation between the cylinders. As the spacing ratio increases from 3 to 6, RWIV shows a transition from galloping to vortex-induced vibration (VIV), which is also a reverse phenomenon compared to wake-induced vibration (WIV). As to the wake mode, two different types of vortex motion (2S - 2P - 2S and 2S - 2P) are observed within the given range of spacing ratio. Empirical modal decomposition is also applied to further analyze the vibration characteristics of galloping and VIV in RWIV. When the system shows galloping, the number of decomposed modes is larger with the increasing reduced velocity, and different vibration modes show evident mutual anisotropy. In addition, the vortex line diagram is used to analyze the wake vortex characteristics of the RWIV and to supplement the above findings.

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More information

Accepted/In Press date: 5 July 2023
e-pub ahead of print date: 21 July 2023
Additional Information: Funding Information: This project was supported by National Natural Science Foundation of China (Grant No. 52165010). Publisher Copyright: © 2023 Author(s).

Identifiers

Local EPrints ID: 484904
URI: http://eprints.soton.ac.uk/id/eprint/484904
ISSN: 1070-6631
PURE UUID: c56b376e-425e-42bf-bf64-59d2f8f2e39b
ORCID for Daniil Yurchenko: ORCID iD orcid.org/0000-0002-4989-3634

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Date deposited: 24 Nov 2023 17:33
Last modified: 18 Mar 2024 04:04

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Contributors

Author: Yubin Gu
Author: Daniil Yurchenko ORCID iD
Author: Junlei Wang
Author: Shenfang Li
Author: Sihang Wei
Author: Rongjiang Tang

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