Đánh Giá An Toàn Sụp Đổ Động Đất Cho Công Trình Bê Tông Cốt Thép Hiện Đại

Luận án tiến sĩ phân tích assessing seismic collapse safety of modern reinforced concrete moment frame buildings, xây dựng cơ sở lý luận, kiểm chứng thực nghiệm, đóng góp tri thức

Trường đại học

Stanford University

Người đăng

Ẩn danh

Thể loại

dissertation

2006

313
1
0

Phí lưu trữ

75 Point

Mục lục chi tiết

1. CHƯƠNG 1: INTRODUCTION

1.1. Motivation and Background

1.2. Organization and Outline

2. CHƯƠNG 2: AN ASSESSMENT TO BENCHMARK THE SEISMIC PERFORMANCE OF A SINGLE CODE CONFORMING REINFORCED-CONCRETE MOMENT-FRAME BUILDING

2.1. Authorship of Chapter

2.2. PEER Performance-Based Earthquake Engineering Methodology Overview

2.3. Ground Motion Hazard Characterization and Building Site

2.3.1. Site Hazard Characterization

2.3.2. Strong-motion Record Selection Methodology

2.4. Benchmark Building Design

2.4.1. Structural Design

2.4.2. Non-Structural Design: Building Components Considered in Loss Estimates

2.5. Structural Modeling and Simulation

2.5.1. Overview of Modeling

2.5.2. Plastic Hinge Model for Collapse Simulation

2.5.3. Static Pushover Analysis

2.5.4. Nonlinear Dynamic Analysis — Pre-Collapse Response

2.5.5. Nonlinear Dynamic Analysis — Collapse Simulation

2.6. Probabilistic Economic Loss Analysis — Direct Monetary Loss

2.7. Summary and Conclusions

3. CHƯƠNG 3: ACCOUNTING FOR EXPECTED SPECTRAL SHAPE (EPSILON) IN COLLAPSE PERFORMANCE ASSESSMENT

3.1. Authorship of Chapter

3.2. Introduction and Goals of Study

3.3. Previous Research on Spectral Shape (Epsilon) and Impacts on Collapse Assessment

3.3.1. How Spectral Shape Relates to the Epsilon Values of Ground Motions

3.3.2. How Spectral Shape (Epsilon) Affects Collapse Capacity

3.4. What Epsilon Values to Expect for a Specific Site and Hazard Level

3.4.1. Illustration of Concept using a Characteristic Event

3.4.2. Expected Epsilon Values from the United States Geological Survey

3.4.3. Appropriate Target Epsilon Values

3.5. Approaches to Account for Spectral Shape (Epsilon) in Collapse Assessment

3.5.1. Site and Building used for Illustration

3.5.2. Method One: Selecting a Ground Motion Set Accounting for Epsilon, Specific to a Site and Hazard Level

3.6. Method Two: Using a General Ground Motion Set, with Adjustments for Epsilon

3.6.1. Motivation and Overview Of Method

3.6.2. General Far-Field Ground Motion Set (Set One) and Comparison to Positive Epsilon Set (Set Two)

3.7. Application of Method Two to Assess Collapse of Eight-Story RC SMF Buildings

3.8. Comparison of the Two Methods

3.9. Simplified Method to Account for Effects of Spectral Shape (Epsilon)

3.9.1. Motivation and Overview

3.9.2. Regression for Each Building

3.10. Summary and Conclusions

3.11. Limitations and Future Work

3.appendix 3A. Design of Eight-Story Special Moment Frame

3.appendix 3B. Ground Motion Sets

3.appendix 3B.1. Set One: Basic Far-Field Ground Motion Set Selected without Considering Epsilon

3.appendix 3B.2. Set Two: Far-Field Ground Motion Set Selected to Have Positive Epsilon

4. CHƯƠNG 4: BEAM-COLUMN ELEMENT MODEL CALIBRATED FOR PREDICTING FLEXURAL RESPONSE LEADING TO GLOBAL COLLAPSE OF RC FRAME BUILDINGS

4.1. Authorship of Chapter

4.2. Introduction and Methodology

4.2.1. Purpose and Scope

4.2.2. Calibration Procedure and Results

4.2.2.1. Calibration Overview
4.2.2.2. Idealization of Columns
4.2.2.3. Calibration Procedure
4.2.2.4. Treatment of Pinching
4.2.2.5. Common Calibration Pitfalls: Incorrect Calibration of Strength Definition

4.3. Interpretation of Calibration Results and Creation of Empirical Equations

4.3.1. Regression Analysis Approach
4.3.2. Functional Form and Transformation of Data
4.3.3. Treatment of Data without an Observed Capping Point
4.3.4. Criteria for Removal of Data and Outliers
4.3.5. Equations for Effective Stiffness
4.3.6. Equations for Secant Stiffness to Yielding
4.3.7. Equations for Initial Stiffness
4.3.8. Comparison of Proposed Equations with Previous Research
4.3.9. Fiber Element Modeling: Accounting for Shear and Bond-slip Deformations
4.3.10. Chord Rotation at Yield

4.4. Plastic Rotation Capacity

4.4.1. Proposed Equations
4.4.2. Comparisons to Predictions by Fardis et al.
4.4.3. Accounting for the Effects of Unbalanced Reinforcement
4.4.4. Total Rotation Capacity
4.4.5. Post-capping Rotation Capacity
4.4.6. Post-Yield Hardening

Tóm tắt

I. An toàn sụp đổ và động đất

An toàn sụp đổ là yếu tố quan trọng trong thiết kế công trình, đặc biệt trong bối cảnh động đất. Nghiên cứu này tập trung vào việc đánh giá khả năng chịu lực của công trình bê tông cốt thép hiện đại dưới tác động của động đất. Các tiêu chuẩn xây dựng hiện hành thường mang tính thực nghiệm, dẫn đến việc hiểu biết về an toàn sụp đổ còn hạn chế. Nghiên cứu phát triển các công cụ và phương pháp để định lượng rủi ro sụp đổ của các công trình này.

1.1. Phân tích động đất

Phân tích động đất đòi hỏi xem xét kỹ lưỡng từ chuyển động đất đến mô hình hóa kết cấu. Nghiên cứu sử dụng dữ liệu hiệu chỉnh từ 255 cột bê tông để phát triển mô hình phần tử, giúp dự đoán các thông số như khả năng xoay dẻo và năng lượng tiêu tán. Kết quả cho thấy khả năng xoay dẻo của các phần tử bê tông hiện đại cao hơn so với các tài liệu hiện có.

1.2. Đánh giá rủi ro

Việc đánh giá rủi ro sụp đổ đòi hỏi xem xét các yếu tố như hình dạng phổ của chuyển động đất và phương pháp lựa chọn chuyển động đất phù hợp. Nghiên cứu chỉ ra rằng việc bỏ qua yếu tố epsilon trong lựa chọn chuyển động đất có thể dẫn đến đánh giá thấp khả năng sụp đổ. Phương pháp đơn giản hóa được đề xuất để dễ dàng tính toán các yếu tố này.

II. Kỹ thuật xây dựng và thiết kế công trình

Kỹ thuật xây dựngthiết kế công trình đóng vai trò quan trọng trong việc đảm bảo an toàn sụp đổ. Nghiên cứu tập trung vào các công trình khung bê tông cốt thép đặc biệt (RC SMF) được thiết kế theo tiêu chuẩn ASCE7-02. Các công cụ và phương pháp được phát triển có thể áp dụng cho nhiều loại hệ thống kết cấu khác nhau.

2.1. Tính toán kết cấu

Tính toán kết cấu đòi hỏi mô hình hóa chính xác các phần tử bê tông. Nghiên cứu phát triển các phương trình thực nghiệm để dự đoán các thông số như khả năng xoay dẻo và năng lượng tiêu tán. Các phương trình này áp dụng cho các phần tử bê tông chịu uốn hoặc uốn-cắt.

2.2. Thiết kế công trình

Thiết kế công trình hiện đại cần xem xét các yếu tố như độ cao, bố trí khung và khả năng chịu lực. Nghiên cứu chỉ ra rằng các yếu tố này có ảnh hưởng lớn đến dự đoán hiệu suất sụp đổ hơn so với các yếu tố phương pháp đánh giá. Điều này nhấn mạnh tầm quan trọng của việc phát triển phương pháp đánh giá hệ thống kết cấu một cách hệ thống.

III. Biện pháp phòng ngừa và ứng dụng thực tế

Biện pháp phòng ngừaứng dụng thực tế của nghiên cứu này mang lại giá trị lớn trong việc cải thiện an toàn sụp đổ của các công trình bê tông cốt thép hiện đại. Nghiên cứu cung cấp các công cụ và phương pháp để dự đoán hiệu suất sụp đổ và đánh giá tác động của các thay đổi thiết kế.

3.1. Phòng ngừa sụp đổ

Các biện pháp phòng ngừa bao gồm việc tăng cường độ chịu lực cơ sở và áp dụng nguyên tắc cột mạnh-dầm yếu (SCWB). Nghiên cứu chỉ ra rằng việc tăng cường độ chịu lực cơ sở lên 2 lần làm tăng khả năng chịu lực trung bình lên 1.5 lần và giảm tần suất sụp đổ hàng năm lên đến 3 lần.

3.2. Ứng dụng thực tế

Nghiên cứu này có ứng dụng thực tế trong việc cải thiện các tiêu chuẩn xây dựng và thiết kế công trình. Các công cụ và phương pháp được phát triển giúp dự đoán hiệu suất sụp đổ và đánh giá tác động của các thay đổi thiết kế, từ đó đảm bảo an toàn sụp đổ cho các công trình hiện đại.

21/02/2025
Luận án tiến sĩ assessing seismic collapse safety of modern reinforced concrete moment frame buildings

Trích đoạn nội dung tài liệu

ASSESSING SEISMIC COLLAPSE SAFETY OF MODERN REINFORCED CONCRETE MOMENT FRAME BUILDINGS A DISSERTATION SUBMITTED TO THE DEPARTMENT OF CIVIL AND ENVIRONMENTAL ENGINEERING AND THE COMMITTEE OF GRADUATE STUDIES OF STANFORD UNIVERSITY IN PARTIAL FULFILLMENT OF THE REQUIREMENTS FOR THE DEGREE OF DOCTOR OF PHILOSOPHY Curt B. Haselton December 2006 UMI Number: 3242558 INFORMATION TO USERS The quality of this reproduction is dependent upon the quality of the copy submitted. Broken or indistinct print, colored or poor quality illustrations and photographs, print bleed-through, substandard margins, and improper alignment can adversely affect reproduction. In the unlikely event that the author did not send a complete manuscript and there are missing pages, these will be noted.

Also, if unauthorized copyright material had to be removed, a note will indicate the deletion. ® UMI UMI Microform 3242558 Copyright 2007 by ProQuest Information and Learning Company. All rights reserved. This microform edition is protected against unauthorized copying under Title 17, United States Code.

ProQuest Information and Learning Company 300 North Zeeb Road P. Box 1346 Ann Arbor, MI 48106-1346 © Copyright by Curt B. Haselton 2007 All Rights Reserved il I certify that I have read this dissertation and that, in my opinion, it is fully adequate in scope and quality as a dissertation for the degree of Doctor of Philosophy. Deierlein) Principle Advisor I certify that I have read this dissertation and that, in my opinion, it is fully adequate in scope and quality as a dissertation for the degree of Doctor of Philosophy.

(Helmut Krawinkler) I certify that I have read this dissertation and that, in my opinion, it is fully adequatein scope and quality as a dissertation for the degree of Doctor of Philosophy. Allin TIÊN I certify that I have read this dissertation and that, in my opinion, it is fully adequate in scope and quality as a dissertation for the degree of Doctor of Philosophy. ot bv (Jack W. Baker) 11 Abstract A primary goal of seismic design requirements of building codes is to protect the life safety of building inhabitants during extreme earthquakes.

First and foremost, this requires that the likelihood of structural collapse be at an acceptably low level. However, building codes and standards are empirical in nature, which results in the collapse safety of new buildings not being well understood. In this research, we develop the tools and methods to quantitatively assess the collapse risk of reinforced concrete (RC) special moment frame (SMF) buildings designed by the 2003 International Building Code. While RC SMF buildings are the focus on this study, the methodology and many of the tools can be used to assess any type of structural system.

This rigorous analytical collapse assessment requires careful consideration of many issues from ground motions to structural modeling to quantification of uncertainty. To facilitate accurate structural modeling, we calibrate a RC element model to 255 tests of RC columns; this model is capable of capturing the important modes of deterioration that lead to global sidesway collapse. Using these calibration data, we develop a full set of empirical equations that can be used to predict the parameters (mean and uncertainty) of a lumped plasticity element model. These parameters include: initial stiffness, post-yield hardening stiffness, plastic rotation capacity, post-capping rotation capacity, and cyclic energy dissipation capacity.

The equations are applicable to any rectangular RC element that fails in flexural or flexure-shear. This portion of the study reveals that the median plastic rotation capacity of modern RC elements is larger than reflected in documented such as FEMA 356 (FEMA 2000a). For a RC column with ductile detailing and low axial load, the median plastic rotation capacity is typically 0. The uncertainty (logarithmic iv Abstract standard deviation) is 0.54, for estimation of the total or plastic rotation capacities, respectively.

To ensure that we properly treat ground motions, we look closely at the proper spectral shape (e) of ground motions and investigate two methods to account for this. We verified previous findings regarding the critical importance of accounting for e in ground motion selection; neglecting this typically leads to an underestimation of the median collapse capacity by a factor of 1.5 and overestimation of the mean annual frequency of collapse by more than a factor of 20. Accounting for e typically requires selection of a site-specific and building-specific set of ground motions. To make it easier to account for e, we develop a simplified method that involves (a) evaluating collapse based on a general far-field ground motion set that is selected without regard to e, then (b) adjusting both the mean and uncertainty of the collapse capacity distribution to account for the proper e value at the site and hazard level of interest.

This study also considers how structural design and modeling uncertainties affect the uncertainty in collapse capacity. This study shows that structural modeling uncertainty is a critical aspect of the collapse assessment and can increase the mean annual rate of collapse estimate by nearly a factor of 10. For a 4-story RC SMF building, we find that the best estimate for collapse capacity uncertainty, not including record-to-record variability, is OLN(Sacol) = 0. We find that correlation assumptions are critical when estimating this value and the most dominant modeling uncertainty is associated with the element plastic rotation capacity.

We use the above tools and methods to assess the collapse risk of 30 RC SMF buildings designed according to the ASCE7-02 design provisions. These 30 building designs are chosen systematically, in order to obtain a generalized collapse prediction that is representative of RC SMF buildings designed by current building codes in the western United States. For these modern RC SMF buildings, the collapse probability conditioned on a 2% in 50 year ground motion ranges from 0.20, with an average of 0. The mean annual frequency of collapse ranges from 0.0x10', with an average of 3.1x10'; this corresponds to an average collapse return period of 3,200 years, with a range of 1,400 to 14,000 years.

We then used the same collapse assessment tools to investigate how collapse safety is changed by the removal of the minimum design base shear requirement in the updated ASCE7-05 provisions. The results of this investigation suggest that the minimum base shear Abstract requirement (ASCE 7-02 equation 9.1-3) was an important component of ensuring relatively consistent collapse risk for buildings of varying height. Removing this requirement has made taller buildings significantly more vulnerable to collapse; this should be considered in future revisions of ASCE7. With these new tools and methods for collapse performance assessment, we are also able to quantitatively predict how design changes will affect the collapse performance.

Specifically, we investigate changes to the design base shear strength (R-factor), strong- column weak-beam (SCWB) ratio, and drift limits. As expected, the R-factor and SCWB ratio have important influences on collapse safety. For all the buildings considered in this study, a 2x increase in design base shear strength increases the median collapse capacity by a factor of 1.4, decreases the mean annual frequency of collapse by a factor of 1.5 to 13, and decreases the collapse probability by 5 to 41%. Similarly, a 3x increase in the SCWB ratio increases the median collapse capacity by a factor of 1.1, decreases the mean annual frequency of collapse by a factor of 5 to 14, and decreases the collapse probability by 27 to 30%.

In addition, we find that decreased strength also leads to decreased drift capacity, due to damage concentrating in fewer stories of the building. The benefit of increasing the SCWB ratio saturates at a ratio of about 1.5 for a four-story building; this occurs when the building collapses in a complete mechanism and additional column strength is not able to improve the mechanism any further. For a 12-story building, this saturation does not occur | because the building collapses in a partial mechanism, even up to a SCWB ratio of 3. Lastly, this study finds that that aspects of the structural design (height, framing layout, etc.) have less impact on the final performance prediction than the aspects of the collapse assessment methodology (structural modeling uncertainties, and spectral shape).

This emphasizes the importance of developing a systematic codified assessment method that can be used to demonstrate the performance of a structural system. Without a codified assessment method, a collapse performance prediction will depend almost entirely on how the analyst carried out the performance assessment. vi Acknowledgements I first would like to thank my wife for her support and patience during the last 4% years, while working to complete my Master’s and PhD degrees. She has been patient with the long work days and the many deadlines that accompany PhD research, and has supported me by taking care of the many concerns of life other than school.

She has been a great wife and I look forward to spending the rest of my life with her (and to be able to see her more often now that I have completed the PhD dissertation). I would also like to thank my parents, Doug and Karen Haselton, for their support and for the wisdom that they always have to offer. I would like to thank my PhD advisor, Professor Gregory Deierlein, for his support/advising/guidance through this research. Even with his many responsibilities, he has made it a point to be accessible, and to take the time needed to advise my work and teach me how to do good research.

He also involved me in collaborative projects like the PEER Benchmark project and the Applied Technology Council (ATC) Project 63, which have helped me to learn how to work within a group of people with various perspectives (i. researchers or various backgrounds, practicing engineers, and building code committee members). I would like to thank the many other Professors at Stanford University who have spent time advising this research and contributing greatly to its improvement. Professor Helmut Krawinkler was a like a second advisor to this work.

He always made time to advise this research; we spent many hours in his office discussing issues of element model calibrations, collapse simulation, etc. Professor Jack Baker was integrally involved in the ground motion and structural uncertainty modeling aspects of this work; we similarly spent many hours discussing these issues and developing the solutions presented in this thesis. vii Acknowledgments Professor Allin Cornell also advised me on the ground motion and structural uncertainty modeling aspects of this work. Professor Miranda also contributed to many aspects of this project.

I have enjoyed working under each of these Professors at Stanford University, and feel that I have learned a great deal from their wisdom and experience. The members of the ATC-63 Project Management Committee taught me many things about building code development, and were a pleasure to work with. This group or people make our ATC-63 project meetings and collaborative work enjoyable. Specifically, I spent many hours talking on the phone with Charlie Kircher about ground motion issues and I feel this process resulted in a ground motion set, and associated spectral shape rules, that meet the needs of the project well.

Robert Hanson was diligent in reviewing our work and provided a great deal of feedback that refined and honed our research products. Jon Hooper was helpful in review our structural designs and providing feedback. It was a pleasure to work with the above people, and Jon Heintz, Andrea Filiatrault, Michael Constantinou, Jianis Christovasilis, Assawin Wanitkorkul, Jim Harris, Bill Holmes, Chris Rojahn, and the other member of the ATC-63 PMC. My involvement in this ATC-63 project also served to greatly improve my PEER research.

The PEER Benchmark team was also a pleasure to work with: Christine Goulet and Jonathan Stewart of UCLA, and Judy Mitrani-Reiser, James Beck, and Keith Porter of Caltech. While doing this PhD research at Stanford University, I have worked closely with Abbie Liel. Our collaborative work has increased the productivity of my work. She has provided a great deal of insight and always aids in getting around research roadblocks.

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