2차원 사각형 주상체의 횡동요 및 2자유도 운동에 미치는 슬로싱의 영향The Sloshing Effect on the Roll Motion and 2-DoF Motions of a 2D Rectangular Cylinder
- Other Titles
- The Sloshing Effect on the Roll Motion and 2-DoF Motions of a 2D Rectangular Cylinder
- Authors
- 김윤호; 성홍근; 조석규; 최항순
- Issue Date
- 2013
- Publisher
- 대한조선학회
- Keywords
- 슬로싱; Multi-modal 법; 이차원 사각형 주상체; 1자유도 및 2자유도 운동; 모달 감쇠; Sloshing; Multi-modal method; 2D rectangular cylinder; 1DoF & 2DoF motions; Modal damping
- Citation
- 대한조선학회 논문집, v.50, no.2, pp 69 - 78
- Pages
- 10
- Journal Title
- 대한조선학회 논문집
- Volume
- 50
- Number
- 2
- Start Page
- 69
- End Page
- 78
- URI
- https://www.kriso.re.kr/sciwatch/handle/2021.sw.kriso/948
- ISSN
- 1225-1143
- Abstract
- This study is constructed to investigate the sloshing effect on the motions of a two-dimensional rectangular cylinder experimentally and numerically. The modes of motion under consideration are sway and roll, and also experimental cases are divided by two categories;1-DoF roll motion and 2-DoF motion (Coupling sway and roll). It is found that the sway response is considerably affected by the motion of the fluid, particularly near the sloshing natural frequency, while the roll response changes comparatively small. The dominant mode of motion is analyzed for 2-DoF experiments as well. The measured data for 1-DoF motions is compared with numerical results obtained by the Multi-modal approach. The numerical schemes vary in detail with the number of dominant sloshing modes; i.e. there is a single dominant mode for the Single-dominant method, while the Model 2 method assumes that the first two modes are superior. For the roll motion, numerical results obtained by the two different methods are relatively in good agreement with the experiments, and these two results are similar in most wave frequency range. However, the discrepancies are apparent where the fluid motion is not governed by a single mode. But both of numerical methods over-predict the motion at the vicinity of the sloshing natural frequency. In order to correct the discrepancy, the modal damping needs to be investigated more precisely. Furthermore, another multi-modal approach, such as the Boussinesq-type method, seems to be required in the region of the intermediate liquid.
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