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Study on a Fatigue Analysis for a Vertical Tube Considering Nonlinearity of Morison Force : 수직 튜브에 작용하는 모리슨 하중의 비선형성을 고려한 피로 해석에 관한 연구

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dc.contributor.advisor장범선-
dc.contributor.author감민주-
dc.date.accessioned2017-07-14T02:40:23Z-
dc.date.available2017-07-14T02:40:23Z-
dc.date.issued2017-02-
dc.identifier.other000000140937-
dc.identifier.urihttps://hdl.handle.net/10371/122767-
dc.description학위논문 (석사)-- 서울대학교 대학원 : 조선해양공학과, 2017. 2. 장범선.-
dc.description.abstractThere are two types of offshore structures subjected to Morison force-
dc.description.abstractsingle pile type and multi pile type which is complex of single piles. Among them, seawater caisson attached to FPSO (Floating Production Storage Offloading), which is vertical single type tube, is selected as the object of this study. Fatigue analysis for the seawater caisson should be performed at the caisson-FPSO hull joint since fatigue failure occurs at the joint, not at the caisson itself in many cases. Local hotspot stress induced by Morison force and global hotspot stress by hull girder load are applied to the supporting structure of the caisson. Therefore, both stresses should be properly combined in the fatigue analysis. In addition, due to relative velocity squared in drag term, nonlinearity of Morison force should be taken into account as well.
In actual situation, nonlinearity of Morison force and effects by motion of structure and wave elevation should be included in fatigue analysis for floating offshore structure such as FPSO. In time domain method, all of them can be considered, but it is impossible to consider in frequency domain method. For that reason, time domain method is relatively accurate, but it takes a long time to calculate. Therefore, this study began with the necessity of developing a method that has the merits of both methods.
Procedures and in-house codes of a time domain method and two frequency domain methods are developed in this study. Through time domain method, called RFC method, a close approximation to the exact solution can be calculated by considering all factors. In the first frequency domain method, called spectral method, only nonlinearity of Morison force is considered. In the second frequency domain method, called spectral method with stretching, an attempt is made to take into account stretching effect by wave elevation.
In time domain method, relative velocities above MWL (Mean Water Level) can be obtained using stretching method
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dc.description.abstractvertical stretching and extrapolation stretching. To keep relations between relative velocities at each depth, superposition is applied. In addition, consideration of time dependent varying submerged range, which has an influence on fatigue damage, is included. In frequency domain method, linearization coefficient is calculated using two stochastic linearization methods-
dc.description.abstractone is for narrow-band wave spectrum and one is for wide-band wave spectrum. Furthermore, wave elevation is taken into account using stretching method.
In the results section, there are five categories. The first is verification of in-house code and it is performed using commercial software. Then, using developed code, it is figured out that how well linearization coefficient approximates nonlinear Morison force. In the next category, the results of two linearization coefficient calculation methods are compared. The other two categories are conducted to verify spectral method with stretching. First, which of the two factors, motion effect and stretching effect, has a dominant influence on fatigue damage is found, and then, effectiveness of the suggested method verified.
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dc.description.tableofcontents1. Introduction 1
1.1. Research Background 1
1.2. Research Status 2
1.3. Research Objective 5
2. Time Domain Method 6
2.1. Overall Procedure of Time Domain Method 6
2.2. Key Point of Time Domain Method 9
2.2.1. Stretching Method 9
2.2.2. Complex Expression 11
2.2.3. Superposition Method 13
2.2.4. Time Dependent Varying Submerged Range 14
2.3. Procedure Description of Time Domain Method 14
2.3.1. Part 1 Generation of RAOs 14
2.3.2. Part 2 Generation of Time History of Combined Principal Hotspot Stress 17
2.3.3. Part 3 Calculation of Fatigue Damage 27
3. Frequency Domain Method 28
3.1. Overall Procedure of Frequency Domain Method 28
3.2. Key Point of Frequency Domain Method 29
3.2.1. Probability Density Function of Peak Force 29
3.2.2. Linearization Coefficient Calculation Method 31
3.3. Procedure Description of Frequency Domain Method 35
3.3.1. Part 1 Generation of RAOs 35
3.3.2. Part 2 Generation of Combined Principal Stress Spectrum 35
3.3.3. Part 3 Calculation of Fatigue Damage 38
4. Frequency Domain Method with Stretching Effect 39
4.1. Comparison of Spectral Method and Spectral Method with Stretching 40
4.2. Total Local Stress RAO Considering Stretching Effect 41
5. Model Description 46
5.1. Global Model and Local Model 46
5.2. Motion Analysis and Fatigue Analysis Description 49
5.3. Drag and Added Mass Coefficient Selection 51
5.4. Stress Influence Factor 52
6. Results for Frequency Domain Method 53
6.1. Verification of In-house Code 53
6.1.1. Verification of Spectral Code 54
6.1.2. Verification of RFC Code 55
6.2. Results for Linearization Coefficient 56
6.2.1. Computational Time 56
6.2.2. Results for Local Stress 56
6.2.3. Results for Combined Stress 58
6.3. Comparison between Narrow-band Method and Wide-band Method 59
6.3.1. Case Study for Ochi-Hubble Spectrum 59
6.3.2. Case Study for PM Spectrum 61
7. Results for Frequency Domain Method with Stretching Effect 63
7.1. Results for Various Effects 63
7.1.1. Results for Vertical Stretching 64
7.1.2. Results for Extrapolation Stretching 65
7.2. Results for Consideration of Stretching Effect 66
7.2.1. Results for Upper Bracket 66
7.2.2. Results for Lower Bracket 69
8. Conclusion 71
8.1. Summary 71
8.2. Findings 72
Reference 74
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dc.formatapplication/pdf-
dc.format.extent1567075 bytes-
dc.format.mediumapplication/pdf-
dc.language.isoen-
dc.publisher서울대학교 대학원-
dc.subjectFatigue analysis-
dc.subjectVertical tube-
dc.subjectNonlinearity of Morison force-
dc.subjectStretching effect-
dc.subjectTime domain method-
dc.subjectFrequency domain method-
dc.subjectStochastic linearization coefficient-
dc.subject.ddc623-
dc.titleStudy on a Fatigue Analysis for a Vertical Tube Considering Nonlinearity of Morison Force-
dc.title.alternative수직 튜브에 작용하는 모리슨 하중의 비선형성을 고려한 피로 해석에 관한 연구-
dc.typeThesis-
dc.description.degreeMaster-
dc.citation.pages78-
dc.contributor.affiliation공과대학 조선해양공학과-
dc.date.awarded2017-02-
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