Numerical study on sloshing characteristics and impact pressure suppression in a tank
- Abstract
- The study on sloshing characteristics in a rectangular or prismatic tank are approached numerically. To ensure reliability of numerical results using RANS equation with VOF model, the numerical results are compared with potential theory under small amplitude excitation. Also, a comparative study is conducted for verification using experimental results quantitatively and qualitatively for the violent sloshing phenomena which has strong nonlinearity.
Basically, a sloshing load analysis in DNV guideline is employed to the research method. In a part of the study on sloshing impact pressure suppression, using air trapping mechanism which is obtained by sloshing flow between horizontal baffle arrays is used and a maximum of 63.6% reduction of sloshing impact pressure is observed.
In the study of the influence of the tank shape and its natural frequency, which are not reflected in the present guideline, the bottom chamfered shape of prismatic tank is used as parameter, and the results are compared with cases using the correlation of the natural frequencies of prismatic shapes and the natural frequency of rectangular tank case. In addition, in the part of the upper part shape effects, the sloshing wave behavior changes are reported due to the roof angle variation, and the results are analyzed using pressure values obtained at specific points.
High Reynolds numbers are used as parameter of tank excitation to analyze the sloshing characteristics and sloshing pressure shapes. Also, rectangular and prismatic shapes are used, and it can be seen that the limit of theoretical application, and variation of the sloshing pressure formation. In order to analyze the frequency components of excitation force, the Fast Fourier Transform (FFT) technique is adopted. The results show that the influence of the frequencies of integral multiples of the excitation frequency dominantly appears when resonance occurred.
The study on sloshing characteristics in a rectangular or prismatic tank are approached numerically. To ensure reliability of numerical results using RANS equation with VOF model, the numerical results are compared with potential theory under small amplitude excitation. Also, a comparative study is conducted for verification using experimental results quantitatively and qualitatively for the violent sloshing phenomena which has strong nonlinearity.
Basically, a sloshing load analysis in DNV guideline is employed to the research method. In a part of the study on sloshing impact pressure suppression, using air trapping mechanism which is obtained by sloshing flow between horizontal baffle arrays is used and a maximum of 63.6% reduction of sloshing impact pressure is observed.
In the study of the influence of the tank shape and its natural frequency, which are not reflected in the present guideline, the bottom chamfered shape of prismatic tank is used as parameter, and the results are compared with cases using the correlation of the natural frequencies of prismatic shapes and the natural frequency of rectangular tank case. In addition, in the part of the upper part shape effects, the sloshing wave behavior changes are reported due to the roof angle variation, and the results are analyzed using pressure values obtained at specific points.
High Reynolds numbers are used as parameter of tank excitation to analyze the sloshing characteristics and sloshing pressure shapes. Also, rectangular and prismatic shapes are used, and it can be seen that the limit of theoretical application, and variation of the sloshing pressure formation. In order to analyze the frequency components of excitation force, the Fast Fourier Transform (FFT) technique is adopted. The results show that the influence of the frequencies of integral multiples of the excitation frequency dominantly appears when resonance occurred.
- Author(s)
- 김현종
- Issued Date
- 2018
- Awarded Date
- 2018.2
- Type
- Dissertation
- Publisher
- 부경대학교
- URI
- https://repository.pknu.ac.kr:8443/handle/2021.oak/13931
http://pknu.dcollection.net/common/orgView/200000010883
- Affiliation
- 부경대학교 대학원
- Department
- 대학원 의생명기계전기융합공학협동과정
- Advisor
- 이연원
- Table Of Contents
- Contents i
Nomenclature vi
List of figures ix
List of tables xvi
1. Introduction 1
1.1. Regarding Sloshing Phenomena 1
1.2. Review of Previous Studies 3
Theoretical Approach 3
Experimental Approach 6
Numerical Approach 8
2. Research Scope and Theory 14
2.1. Sloshing Characteristics in a Tank 15
Effects of Geometry, Excitation Frequency and Reynolds Number Pressure 15
2.2. Sloshing Impact Pressure Control using Baffle Array 16
2.3. Governing Equations of Multiphase Fluid 18
2.3.1. Turbulence Model 21
2.3.2. RANS and Turbulence Equations 23
2.4. Verification to Ensure Reliability of Numerical Results 25
2.4.1. Verification of Free-Surface Oscillating using Analytical Solution 25
Theoretical Equations and Methods 25
Comparison with Numerical Results 27
2.4.2. Comparison of Sloshing Impact Pressure using Experimental Data 28
Experimental Conditions and Numerical Boundary Conditions 28
Summary and Discussion 29
3. Effects of Air-Trapping Mechanism 35
3.1. Baffle Effects of a Rectangular Tank 35
3.1.1. Parametric Study using Geometrical Variables 35
3.1.2. Summary and Discussion 40
3.2. Baffle effects of a prismatic tank 49
3.2.1. Introduction 49
3.2.2. Analysis Models and Methods 50
3.2.3. Sloshing Simulation Parameters 54
3.2.4. Summary and Discussion 54
4. Geometry and Excitation Frequency Effects of a Prismatic Tank 65
4.1. Influence of Excitation Changes on Sloshing Phenomena 65
4.1.1. Introduction 65
4.1.2. Description of the Problem 65
4.1.3. Modeling of the Prismatic Tank 66
4.1.4. Analysis and Boundary conditions 68
4.1.5. Sloshing Simulation Parameters 68
4.1.6. Summary and Discussion 69
4.2. Roof Effects (Pressure Concentration at the Corners) 76
4.2.1. Introduction 76
4.2.2. Computational Domain and Boundary Conditions 77
4.2.3. Sloshing Simulation Parameters 80
4.2.4. Summary and Discussion 81
5. Sloshing Characteristics with Reynolds Number Flow 95
5.1. Reynolds Number Flow in a Rectangular Tank 95
5.1.1. Analysis Model and Conditions 96
5.1.2. Summary and Discussion 98
5.2. Reynold Number Flow in a Prismatic Tank 117
5.2.1. Analysis Model and Conditions 118
5.2.2. Reynolds Number Effects for a Prismatic Tank using Natural Frequency of Prismatic Shapes (ω′n) 119
5.2.3. Summary and Discussion 121
5.2.4. Reynolds Number Effects for a Prismatic Tank using Natural Frequency of Rectangular Shape 136
5.2.5. Summary and Discussion 138
6. Conclusions 154
7. References 157
8. Publications 173
- Degree
- Doctor
-
Appears in Collections:
- 대학원 > 기타 학과
- Authorize & License
-
- Files in This Item:
-
Items in Repository are protected by copyright, with all rights reserved, unless otherwise indicated.