Selection of a turbulence model in mathematical modeling of propeller operation

mathematical modeling is widely used to solve applied problems in the field of shipping safety. Modeling of ship motion includes modeling the operation of the propeller, which creates hydrodynamic processes in the stern area. The quality of the modeling results depends on the mathematical models used. Turbulence arising from the rotation of the propeller is described using a special turbulence model. Currently, there are three main mathematical models of turbulence: k-ε, k-ω and Reynolds stress equations. The most suitable model can be selected by conducting a numerical experiment. This article presents the results of a numerical experiment aimed at comparing the above turbulence models and their analysis using the example of solving a specific problem.

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Publication Details

Journal
Russian Journal of Water Transport
Published
2025-06-18
DOI
https://doi.org/10.37890/jwt.vi83.598
Primary Topic
Aerospace Engineering and Control Systems
Type
article
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article

Selection of a turbulence model in mathematical modeling of propeller operation

S.N. Gerasimov
Russian Journal of Water Transport
Aerospace Engineering and Control Systems
article

Selection of a turbulence model in mathematical modeling of propeller operation

S.N. Gerasimov
article en

Abstract

mathematical modeling is widely used to solve applied problems in the field of shipping safety. Modeling of ship motion includes modeling the operation of the propeller, which creates hydrodynamic processes in the stern area. The quality of the modeling results depends on the mathematical models used. Turbulence arising from the rotation of the propeller is described using a special turbulence model. Currently, there are three main mathematical models of turbulence: k-ε, k-ω and Reynolds stress equations. The most suitable model can be selected by conducting a numerical experiment. This article presents the results of a numerical experiment aimed at comparing the above turbulence models and their analysis using the example of solving a specific problem.

Russian Journal of Water Transport(83)
Life below water
Openalex Percentile: Top 81%
Aerospace Engineering and Control Systems
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