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Numerical modelling of rotor–stator interaction in rim driven thrusters

Numerical modelling of rotor–stator interaction in rim driven thrusters
Numerical modelling of rotor–stator interaction in rim driven thrusters
An electric rim driven thruster is a relatively new marine propulsion device and the associated fluid dynamics have not been fully investigated. This work develops a robust CFD method and investigates both frozen rotor and unsteady simulations of rotor–stator interaction. Two solvers from OpenFOAM were used. Steady state simulations were performed using MRFSimpleFoam with a frozen rotor treatment of the interface between static and rotational reference frames. The solver for unsteady simulations was pimpleDyMFoam, utilising a sliding mesh interface to handle the dynamic meshing. Both methods are thoroughly verified and validated against experimental data. The k–omega SST turbulence model is found to be robust down to low advance ratios. For the rim driven thruster, analytical models are used to estimate friction forces in the rim gap and their contribution to torque losses. The frozen rotor and unsteady treatments of rotor–stator interaction are compared and found to have similar trends in the variation of thrust produced. However, the frozen rotor method does not predict the same variation of instantaneous torque and does not capture the rotor–stator interaction fully. Analysis of the unsteady rotor–stator interaction shows an oscillating flow over the stators and thus inflow to the blades
frozen rotor, unsteady, numerical, cfd, thruster, rim driven
0029-8018
281-288
Dubas, Aleksander J.
4412e648-3c6b-48a4-ae9f-c18158fd9ef3
Bressloff, N.W.
4f531e64-dbb3-41e3-a5d3-e6a5a7a77c92
Sharkh, S.M.
c8445516-dafe-41c2-b7e8-c21e295e56b9
Dubas, Aleksander J.
4412e648-3c6b-48a4-ae9f-c18158fd9ef3
Bressloff, N.W.
4f531e64-dbb3-41e3-a5d3-e6a5a7a77c92
Sharkh, S.M.
c8445516-dafe-41c2-b7e8-c21e295e56b9

Dubas, Aleksander J., Bressloff, N.W. and Sharkh, S.M. (2015) Numerical modelling of rotor–stator interaction in rim driven thrusters. Ocean Engineering, 106, 281-288. (doi:10.1016/j.oceaneng.2015.07.012).

Record type: Article

Abstract

An electric rim driven thruster is a relatively new marine propulsion device and the associated fluid dynamics have not been fully investigated. This work develops a robust CFD method and investigates both frozen rotor and unsteady simulations of rotor–stator interaction. Two solvers from OpenFOAM were used. Steady state simulations were performed using MRFSimpleFoam with a frozen rotor treatment of the interface between static and rotational reference frames. The solver for unsteady simulations was pimpleDyMFoam, utilising a sliding mesh interface to handle the dynamic meshing. Both methods are thoroughly verified and validated against experimental data. The k–omega SST turbulence model is found to be robust down to low advance ratios. For the rim driven thruster, analytical models are used to estimate friction forces in the rim gap and their contribution to torque losses. The frozen rotor and unsteady treatments of rotor–stator interaction are compared and found to have similar trends in the variation of thrust produced. However, the frozen rotor method does not predict the same variation of instantaneous torque and does not capture the rotor–stator interaction fully. Analysis of the unsteady rotor–stator interaction shows an oscillating flow over the stators and thus inflow to the blades

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dubasetal15 - Numerical Modelling of Rotor-Stator Interaction in Rim Driven Thrusters (Preprint).pdf - Accepted Manuscript
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Submitted date: 27 January 2014
Accepted/In Press date: 9 July 2015
Published date: 29 July 2015
Keywords: frozen rotor, unsteady, numerical, cfd, thruster, rim driven
Organisations: Mechatronics

Identifiers

Local EPrints ID: 381123
URI: http://eprints.soton.ac.uk/id/eprint/381123
ISSN: 0029-8018
PURE UUID: 6928b630-670c-4ea7-bc1f-a7f4042476eb
ORCID for S.M. Sharkh: ORCID iD orcid.org/0000-0001-7335-8503

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Date deposited: 24 Sep 2015 12:58
Last modified: 15 Mar 2024 05:21

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Contributors

Author: Aleksander J. Dubas
Author: N.W. Bressloff
Author: S.M. Sharkh ORCID iD

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