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Analysis of Added Resistance in Short Waves
Author(s) -
Kyung-Kyu Yang,
Min-Guk Seo,
Yonghwan Kim
Publication year - 2015
Publication title -
journal of the society of naval architects of korea
Language(s) - English
Resource type - Journals
eISSN - 2287-7355
pISSN - 1225-1143
DOI - 10.3744/snak.2015.52.4.338
Subject(s) - degree rankine , computation , cartesian coordinate system , regular grid , grid , numerical analysis , series (stratigraphy) , mathematics , computer science , mathematical analysis , geometry , engineering , geology , algorithm , paleontology , process engineering
In this study, the added resistance of ships in short waves is systematically studied by using two different numerical methods - Rankine panel method and Cartesian grid method - and existing asymptotic and empirical formulae. Analysis of added resistance in short waves has been preconceived as a shortcoming of numerical computation. This study aims to observe such preconception by comparing the computational results, particularly based on two representative three-dimensional methods, and with the existing formulae and experimental data. In the Rankine panel method, a near-field method based on direct pressure integration is adopted. In the Cartesian grid method, the wave-body interaction problem is considered as a multiphase problem, and volume fraction functions are defined in order to identify each phase in a Cartesian grid. The computational results of added resistance in short waves using the two methods ar e systematically compared with experimental data for several ship models, including S175 containership, KVLCC2 and Series 60 hulls (CB = 0.7, 0.8). The present study includes the comparison with the established asymptotic and empirical formulae in short waves.

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