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研究生: Lou Mervin Tristan Pua Mahilum
Lou Mervin Tristan Pua Mahilum
論文名稱: 特殊抗彎與挫屈束制斜撐構架二元結構系統殘餘樓層側位移性能評估方法研究
Residual-Drifts Performance Assessments of SMRF-and-BRBF Dual Structural Systems of Buildings
指導教授: 蕭博謙
Po-Chien Hsiao
口試委員: 汪向榮
Shiang-Jung Wang
陳沛清
Pei-Ching Chen
蕭博謙
Po-Chien Hsiao
學位類別: 碩士
Master
系所名稱: 工程學院 - 營建工程系
Department of Civil and Construction Engineering
論文出版年: 2023
畢業學年度: 111
語文別: 英文
論文頁數: 241
中文關鍵詞: 層間殘餘變位層間殘餘變位反映譜韌性性能設計方法二元結構系統
外文關鍵詞: residual story drifts, residual drift spectra, resilience, performance-based design, dual frame system
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性能設計方法已被視為建築結構未來之設計趨勢方法,欲實現此目標,於設計方法中迫切需要建立建築結構耐震性能的預測及評估方法。由近年發生的大地震中可觀察到有需多建築結構物在遭受地震襲擊下產生相當程度的永久殘餘變形,因而被判定需要拆除重建,形成龐大社會負擔。為了提升結構物的韌性以及永續性,如何控制建築結構的殘餘層間側位移角形成結構設計過程中重要的環節。本研究旨在開發並提出可以有效預估以及緩解結構殘餘層間側位移角之設計策略與方法。並針對採用特殊抗彎矩構架(Special Moment Resisting Frame, SMRF)和挫屈束制斜撐構架(Buckling Restrain Brace Frame, BRBF)二元結構系統在實現控制殘餘層間側位移角方面的影響進行研究,以理想的三線性模型模擬二元結構系統中各樓層的強度曲線,以反映出構架系統中兩個明顯不同的降伏點特性。研究中首先透過非線性歷時分析,探討單自由度系統三線性曲線中各參數對系統殘餘變位需求的影響,並建立一套層間殘餘變位需求大小的評估公式方法。此外,更提出評估多樓層二元結構系統層間殘餘側位移角需求的評估方法,透過非線性歷時分析和多種常規非線性靜態側推分析方法評估三種樓高之原型建築物,含蓋由低層至高層的建築結構,以論證前述所開發評估殘餘層間側位移角需求的估算方法。各種非線性靜態側推分析皆與反應實際反應的原型建築物非線性歷時分析結果進行比較,以探討個靜態分析結果之準確性和可行性。


Performance-based design methods have been regarded as building structures' future seismic design methodology. To this end, the design community urgently demands the establishment of estimation and evaluation approaches of the seismic performance of the building structures. Recent seismic events have shown that many structures were likely to sustain large residual displacement and require demolition. To enhance the resiliency and sustainability of the buildings, controlling the building residual drifts is essential and must be addressed at the design stage. This research has studied and developed estimation and design strategies to evaluate and mitigate residual displacements. An investigation has been done on the effects of adopting Special Moment Resisting Frame and Buckling Restrained Brace Frame dual frame systems in achieving inherent self-centering mechanism to control residual inter-story drifts. The strengths of each story of the Special Moment Resisting Frame and Buckling Restrained Brace Frame dual frame system were idealized by trilinear curves, which reflect the two distinct yield points upon the significant yielding of the individual frame systems. The effects of various trilinear-curve parameters of Single Degreee of Freedom systems on the residual drift demands were first examined, and a set of estimation formulas for the residual deformation demands were then established. A method of assessing the inter-story residual drift demands of the multi-story dual frame systems was proposed. Three multi-degree of freedom prototype buildings covering low to high-rise structure were evaluated through Nonlinear Response History Analysis and various conventional Nonlinear Static Pushover Analysis to demonstrate the estimation method of assessing residual displacement demand. The accuracy and feasibility of the various Nonlinear Static Pushover Analysis were compared upon the considered prototype buildings and to Nonlinear Response History Analysis’s results.

Abstract i Acknowledgment v Table of Contents vii List of Figures xi List of Tables xv List of Equations xvii List of Abbreviations and Notations xix Chapter 1 Introduction 1 1.1 Research Background 1 1.2 Motivation 4 1.3 Research Objectives 4 1.4 Research Outline 6 Chapter 2 Literature Review 9 2.1 Performance-Based Design 9 2.2 Nonlinear Behavior of SDOFO under Seismic Excitation 13 2.2.1 Constant Ductility Assumption 14 2.2.2 Constant Strength Assumption 16 2.2.3 Early Construction of Residual Drift Spectrum 17 2.3 Force-Deformation Curve Idealization 22 2.4 Developed Residual Drift Mitigation Techniques on MDOF Buildings 23 2.4.1 BRBF-and-SMRF Dual Frame System in Mitigating Residual Drift 24 2.4.2 Effect of Hysteretic Curve Properties on Residual Drift Demand 25 Chapter 3 Analytical Investigation and Estimation of the Residual Drift of SDOF Systems 27 3.1 General 27 3.2 Modeling of Inelastic SDOFO 28 3.3 Conversion of MDOF reference structure into SDOFO 33 3.4 Analysis Procedure for Inelastic Response Spectra of Various SDOFO 36 3.5 Measurement of Residual Displacement 41 3.6 Seismic Excitation 42 3.7 The Behavior of Seismic Response to Variations of Trilinear Curve Parameters 44 3.7.1 Absolute Acceleration Spectra 45 3.7.2 Maximum Displacement Spectra 48 3.7.3 Ductility Spectra 51 3.7.4 Residual Drift Spectra 54 3.8 Formulation of Empirical Model in Assessing Residual Drift 65 3.8.1 Residual Drift Estimation 65 3.8.2 Regression Analysis of Residual Displacement Factor 69 3.8.3 Residual Drift Ratio 72 3.8.4 Empirical Formula Evaluation 77 Chapter 4 Seismic Performance Assessment of MDOF System 83 4.1 General 83 4.2 Design of Prototype Buildings 84 4.3 Numerical Model of Prototype Buildings 92 4.3.1 Modeling Assumptions 93 4.3.2 P-Δ Effect 96 4.3.3 Materials, Sections, and Elements 97 4.3.4 Buckling Restrained Brace Calibration 99 4.4 Methods in Performance Evaluation 101 4.4.1 Idealization of Force-Deformation Curve 102 4.4.2 Nonlinear Response History Analysis 108 4.4.3 Modal Pushover Analysis 110 4.4.4 Conventional Nonlinear Static Pushover 113 4.4.5 Residual Drift Estimation upon Pushover Analysis of MDOF building 116 4.5 MDOF Performance Evaluation 118 4.5.1 Target Drifts 119 4.5.2 General Response of NSPs 122 4.5.3 Bilinear vs. Trilinear Idealization 122 4.5.4 Comparison Between NSPs 124 4.5.5 Suggested Methods of Seismic Response Evaluation 124 4.5.6 Error Evaluation of Residual drift approximation 130 4.5.7 Simplified Assessment of Residual Inter-Story Drift Response 134 Chapter 5 Conclusions and Suggestions 139 5.1 The Behavior of Residual Drift to Various Trilinear Curve Configurations 139 5.2 Proposed Empirical Model 141 5.3 Residual Drift Assessment on MDOF structure 142 5.4 Suggestions 144 References 147 Appendix A: Absolute Acceleration Spectra 153 Appendix B: Maximum Displacement Spectra 171 Appendix C: Ductility Spectra 189 Appendix D: Residual Drift Spectra 207 Appendix E: Residual Displacement Factor 225

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