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Experimental and numerical study of an obliquely towed ship model in confined waters

Experimental and numerical study of an obliquely towed ship model in confined waters
Experimental and numerical study of an obliquely towed ship model in confined waters
In this study, the forces and moments acting on the KCS ship model as a result of oblique towing at 10 and 20 degrees drift angles are evaluated experimentally and numerically via a commercial Reynolds averaged Navier-Stokes solver. For the purposes of this work, the KCS hull is modelled both experimentally and numerically at a scale factor of 1:75. The adopted case-studies feature both horizontal and vertical restrictions. Thus, the subject of this work is the oblique motion of a ship in a narrow canal with a depth of h/T=2.2. The relative impact of turbulence modelling is assessed by comparing the computed integral quantities via several eddy-viscosity closure strategies. These include significant variants of the k-ϵ and k-ω models as well as a widely used one-equation closure. Multiphase numerical simulations are performed at several of the experimentally investigated depth Froude numbers for each drift angle condition in order to fully capture the physics of the problem at hand. The present study aims to provide a quantitative evaluation of the performance of the adopted turbulence models and recommended the best closure strategy for the class of investigated problems.
The American Society of Mechanical Engineers
Terziev, Momchil
938f71d0-02b5-414c-8c2d-9cca8cc87397
Elsherbiny, Khaled
757191dd-29ef-4d11-bbb6-0c983cee2e15
Tezdogan, Tahsin
7e7328e2-4185-4052-8e9a-53fd81c98909
Incecik, Atilla
25a12ee2-7ba6-47cf-af5d-a79de4c6a2c4
Terziev, Momchil
938f71d0-02b5-414c-8c2d-9cca8cc87397
Elsherbiny, Khaled
757191dd-29ef-4d11-bbb6-0c983cee2e15
Tezdogan, Tahsin
7e7328e2-4185-4052-8e9a-53fd81c98909
Incecik, Atilla
25a12ee2-7ba6-47cf-af5d-a79de4c6a2c4

Terziev, Momchil, Elsherbiny, Khaled, Tezdogan, Tahsin and Incecik, Atilla (2020) Experimental and numerical study of an obliquely towed ship model in confined waters. In ASME 2020 39th International Conference on Offshore Mechanics and Arctic Engineering. vol. 6A, The American Society of Mechanical Engineers. 10 pp . (doi:10.1115/OMAE2020-18466).

Record type: Conference or Workshop Item (Paper)

Abstract

In this study, the forces and moments acting on the KCS ship model as a result of oblique towing at 10 and 20 degrees drift angles are evaluated experimentally and numerically via a commercial Reynolds averaged Navier-Stokes solver. For the purposes of this work, the KCS hull is modelled both experimentally and numerically at a scale factor of 1:75. The adopted case-studies feature both horizontal and vertical restrictions. Thus, the subject of this work is the oblique motion of a ship in a narrow canal with a depth of h/T=2.2. The relative impact of turbulence modelling is assessed by comparing the computed integral quantities via several eddy-viscosity closure strategies. These include significant variants of the k-ϵ and k-ω models as well as a widely used one-equation closure. Multiphase numerical simulations are performed at several of the experimentally investigated depth Froude numbers for each drift angle condition in order to fully capture the physics of the problem at hand. The present study aims to provide a quantitative evaluation of the performance of the adopted turbulence models and recommended the best closure strategy for the class of investigated problems.

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More information

Published date: 18 December 2020
Venue - Dates: ASME 2020 39th International Conference on Offshore Mechanics, and Arctic Engineering, United States, 2020-08-03 - 2020-08-07

Identifiers

Local EPrints ID: 479177
URI: http://eprints.soton.ac.uk/id/eprint/479177
PURE UUID: a816fb11-0490-4343-acc3-eaa72e81cb3d
ORCID for Tahsin Tezdogan: ORCID iD orcid.org/0000-0002-7032-3038

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Date deposited: 20 Jul 2023 16:42
Last modified: 17 Mar 2024 04:18

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Contributors

Author: Momchil Terziev
Author: Khaled Elsherbiny
Author: Tahsin Tezdogan ORCID iD
Author: Atilla Incecik

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