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Multi-Scale Approaches for Progressive Failure Analysis using Continuum Damage Mechanics Model : 연속체 손상역학을 이용한 점진적 파손해석의 멀티스케일 접근방법

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dc.contributor.advisor김승조-
dc.contributor.author박국진-
dc.date.accessioned2017-07-13T06:20:45Z-
dc.date.available2017-07-13T06:20:45Z-
dc.date.issued2015-08-
dc.identifier.other000000066674-
dc.identifier.urihttps://hdl.handle.net/10371/118470-
dc.description학위논문 (박사)-- 서울대학교 대학원 : 기계항공공학부 우주항공공학전공, 2015. 8. 김승조.-
dc.description.abstractIn this paper, predictions of failure strength of carbon-fiber laminate composites are attempted using an improved continuum damage mechanics (CDM) model with emphasis on the material nonlinearity of the fiber, shear stiffness reductions, the damage contribution of matrix cracks in adjacent layers and the multi-scale approaches for PFA due to constituent material characteristic and fiber defects.
The Weibull parameter to establish a CDM model was extended to five parameters to satisfy multi-scale compatibility and inter-lamina effects. These five Weibull parameters, which serve as coefficients of a damage evolution function, were investigated using a statistical model of progressive tensile fiber failure in a composite laminate. The Newton-Raphson method was utilized to formulate a damage-estimation method via a progressive failure analysis (PFA) procedure. A continuum damage analysis based on the Matzenmiller-Lubliner-Taylor (MLT) model was revised to add the statistical characteristics of the material strength. The proposed CDM method was also used to solve laminate tension problems with various stacking sequences. The damage model, nonlinear shear model and nonlinear elastic model of fiber are implemented in IPSAP, which is a general structural analysis program developed at Seoul National University. An implicit integration procedure for the proposed material and degradation model also was developed. The Newton-Raphson method for equilibrium calculations was adopted in IPSAP.
Also, an improved continuum damage mechanics (CDM) model is proposed, which takes micro-scale phenomena into account. It includes degradation due to the damage initiation and development, overloading on fibers in the neighbor of a broken fiber. Two-parameter Weibull distribution which is obtained through Kolmogorov-Smirnov test is used to find an approximate model of single fibers strength distribution. A three-dimensional representative volume element model-based multi-scale approach is presented for applying degradation mechanism due to fiber defects. The present model reveals that composite failure which is controlled by defected fiber breakage and their clustering determines the post failure behavior after initial failure occurs. Macro-scale degradation factor for CDM is derived from the results.
Developed models for PFA were used to solve open-hole tension and compression problems about IM7/8552, AS8552 and CP150NS/K.015 materials. The results have been shown accurately predict the failure strength of the laminates under room temperature dry, cold temperature dry and elevated temperature wet condition.
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dc.description.tableofcontentsTable of Contents


Chapter 1. Introduction 1
1.1 History of Progressive Failure Analysis 1
1.2 Objectivies and Scope of the Thesis 4

Chapter 2. Nonlinear Progressive Failure Analysis 7
2.1 Overview of Progressive Failure Analysis Procedure 7
2.2 Macro-Scale Failure Criterion 10
2.3 Material Property Degradation Method 16
2.3.1 Ply-Discount Method 17
2.3.2 Gradual Selective Stiffness Degradation Method 20
2.3.3 Matzenmiller, Lubliner, Taylor (MLT) Method 23
2.3.4 Noncumulative Stress based Continuum Damage Mechanics 28
2.4 Separating Method for Nonlinearity of Composites 33
2.4.1 Nonlinear elasticity behaviours of Composite 36
2.4.2 Shear Nonlinearities based on Damage and Elasto-Plasticity 39
2.5 Nonlinear Progressive Failure Analysis Procedure 46
2.6.1 Determination of Weibull shape and scale parameter by meso and macro-scale correlation 46
2.6.2 Determination of the macro-scale location parameter 57
2.7 Unnotched Tension Results 62
2.8 Open Hole Tension(OHT) Test 71
2.9 Chapter Summary 74

Chapter 3. Multi-Scale Progressive Failure Analysis 76
3.1 Micro Mechanics of Failure 76
3.1.1 Stress/Strain Amplficiation Factors 77
3.1.2 Fiber Failure Criterion 84
3.1.3 Matrix Failure Criterion 86
3.1.4 Micro Mechanics Modification(MMM) 88
3.2 Micro Mechanics of Continuum Damage 94
3.2.1 Micro-scale Degradaton Factor 94
3.2.2 Degraded Stress Amplifcation Factor 96
3.2.3 Upscaling Method for Amplification Factor 98
3.3 Fiber Bundle Method for Continuum Damage Model 100
3.3.1 Fiber Bundle Damage Model 101
3.3.2 Multi-cell based RVE Model 105
3.4 Micro-scale Progressive Failure Analysis 107
3.4.1 Micro-Mechanics of Degradation 107
3.4.2 Computational Procedure for Micro-scale PFA 112
3.4.3 Determination of Weibull shape and scale parameter by statistical approaches of micro-scale analysis 114
3.5 Multi-Scale PFA Procedure using Micro Mechanics of Damage 117

3.6 Open-Hole Tension Results for Quasi-Isotropic Laminates 120
3.6.1 Laminates Problems Description and Comparable Model 120
3.6.2 Open-Hole Tension Results 124
3.7 Chapter Summary 130
3.7.1 Physically meaningful degradation model features from micro mechanic model 130
3.7.2 Significance of fiber bundle for micro mechanics of failure 131


Chapter 4. Applications to Laminate Test 133
4.1 Methodology 133
4.1.1 Specimen Dimensions & Testing Details 133
4.1.2 Solver Type 138
4.2 Nonlinear Property Extraction 140
4.2.1 Nonlinear Elasticity Coefficients 140
4.2.2 Shear Nonlinear Coefficients 148
4.3 Open-Hole Tension(OHT) Test Results 153
4.3.1 Room Temperature Dry(RTD) Condition 153
4.3.2 Elevated Temperature Wet(ETW) Condition 156
4.3.3 Cold Temperature Dry(CTD) Condition 159
4.3.4 Discussion 161
4.4 Open-Hole Compression (OHC) Test Results 162
4.4.1 Room Temperature Dry(RTD) Condition 162
4.4.2 Elevated Temperature Wet(ETW) Condition 165
4.3.2 Discussion 165
4.4 Chapter Summary 168

Concluding Remarks 169

Reference 171

Appendix A Pre/Post Processor, DIAMOND/IPSAP 200
Appendix B Progressive Failure Analysis Solver Types 206

Abstract in Korean 187
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dc.formatapplication/pdf-
dc.format.extent8242956 bytes-
dc.format.mediumapplication/pdf-
dc.language.isoen-
dc.publisher서울대학교 대학원-
dc.subjectProgressive Failure Analysis-
dc.subjectContinuum Damage Mechanics-
dc.subjectWeibull distribution-
dc.subjectMicro Mechanics of Failure-
dc.subjectMulti-scale Analysis-
dc.subjectLaminate Composite-
dc.subject.ddc621-
dc.titleMulti-Scale Approaches for Progressive Failure Analysis using Continuum Damage Mechanics Model-
dc.title.alternative연속체 손상역학을 이용한 점진적 파손해석의 멀티스케일 접근방법-
dc.typeThesis-
dc.contributor.AlternativeAuthorPark Kook Jin-
dc.description.degreeDoctor-
dc.citation.pagesxiv,199-
dc.contributor.affiliation공과대학 기계항공공학부-
dc.date.awarded2015-08-
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