Response of TBI case study buildings

Similar documents
PEER Tall Building Seismic Design Guidelines

CASE STUDY OF A 40 STORY BRBF BUILDING LOCATED IN LOS ANEGELES

Application of Buckling Restrained Braces in a 50-Storey Building

PEER Tall Building Seismic Design. Purpose of Analysis. Service Level and MCE Analysis. Ronald O. Hamburger

PEER Tall Building Seismic Design Guidelines

ctbuh.org/papers CTBUH Recommendations for the Seismic Design of High-Rise Buildings

Performance-Based Plastic Design (PBPD) of High-Rise Buckling-Restrained Braced Frames

Inelastic Torsional Response of Steel Concentrically Braced Frames

ACI paper #2. Presentation Outline. Performance Based Seismic Design of Tall RC Core Wall Buildings: State of Practice on the West Coast of the U.S.

GUIDELINES ON NONLINEAR DYNAMIC ANALYSIS FOR SEISMIC DESIGN OF STEEL MOMENT FRAMES

Council on Tall Buildings. and Urban Habitat

STRUCTURAL CALCULATIONS SEISMIC EVALUATION PEER REVIEW

Metropolis Mega-Development: A Case Study in Fast-Tracked Performance-Based Seismic Design of High-Rise Concrete Towers in Los Angeles

The International Conference on Earthquake Engineering and Seismology. Naveed Anwar. ICEES April 2011 NUST, Islamabad Pakistan

Structural Engineering, Mechanics, and Materials. Preliminary Exam - Structural Design

EVALUATION OF SEISMIC PERFORMANCE FACTORS FOR CHEVRON BUCKLING RESTRAINED BRACED FRAMES

PEER/CSSC Tall Building Design Case Study Building #1. J. Andrew Fry John Hooper Ron Klemencic Magnusson Klemencic Associates

Performance-Based Seismic Evaluation of Wind-Impacted Tall Buildings

Evaluation of the ASCE 7-05 Standard for Dual Systems: Response History Analysis of a Tall Buckling-Restrained Braced Frame Dual System

Capacity Design Procedure Evaluation for Buckling Restrained Braced Frames with Incremental Dynamic Analysis

State of Practice of Performance-Based Seismic Design in Korea

Innovative Building Lateral System with Strongback Frames and Mechanical Fuses

A Comparison of Seismic Performance and Vulnerability of Buckling Restrained and Conventional Steel Braced Frames

DEFLECTION AMPLIFICATION FACTORS FOR DUCTILE BRACED FRAMES

Modeling of Shear Walls for Nonlinear and Pushover Analysis of Tall Buildings

SEISMIC PERFORMANCE EVALUATION

MODIFIED STRUCTURAL LAYOUTS FOR STAGGERED TRUSS FRAMING SYSTEMS USED IN SEISMICALLY ACTIVE AREAS

Improving the Seismic Response of a Reinforced Concrete Building Using Buckling Restrained Braces

Displacement-Based Seismic Analysis of A Mixed Structural System

Study on the Seismic Performance of the Buckling- Restrained Braced Frames

EFFECTS OF POST-YIELD STIFFENING AND STRENGTHENING ON THE COLLAPSE PERFORMANCE OF NON- BUCKLING BRACED FRAMES

NONLINEAR TIME HISTORY ANALYSIS OF RC FRAME RETROFITTED WITH BUCKLING RESTRAINED BRACES 1

HYBRID MOMENT RESISTING STEEL FRAMES

Performance Based Design, Value Engineering and Peer Review

DESIGN OF FRAMES WITH BUCKLING RESTRAINED BRACES FEMA P695 based Evaluation of a Eurocode 8 Conforming Design Procedure

181 Fremont San Francisco, CA. Proposal 12/12/2014. Caroline Klatman Structural Option Advisor: Dr. Thomas Boothby

An Overview of CTBUH New Performance-Based Seismic Design for Tall Buildings Publication. John Viise, Associate Principal, Thornton Tomasetti

Seismic Performance Evaluation of an Existing Precast Concrete Shear Wall Building

SEISMIC PERFORMANCE OF CONCRETE TILT-UP BUILDINGS: CURRENT WALL-TO-SLAB CONNECTIONS

181 Fremont San Francisco, CA. Tech Report 1 9/12/2014. Caroline Klatman Structural Option Advisor: Dr. Thomas Boothby

Seismic Evaluation of Steel Moment Resisting Frame Buildings with Different Hysteresis and Stiffness Models

Engr. Thaung Htut Aung M. Eng. Asian Institute of Technology Deputy Project Director, AIT Consulting

Index terms Diagrid, Nonlinear Static Analysis, SAP 2000.

PUSHOVER ANALYSIS OF A 19 STORY CONCRETE SHEAR WALL BUILDING

REINFORCED CONCRETE WALL BOUNDARY ELEMENT LONGITUDINAL REINFORCING TERMINATION

SEISMIC SIMULATION OF AN EXISTING STEEL MOMENT-FRAME BUILDING RETROFITTED WITH EXTERNAL CABLE-STAYED SYSTEM

Seismic Performance of Residential Buildings with Staggered Walls

Shaking Table Test of BRB Strengthened RC Frame

MOUNTAIN STATE BLUE CROSS BLUE SHIELD HEADQUARTERS

EVALUATION OF NONLINEAR STATIC PROCEDURES FOR SEISMIC DESIGN OF BUILDINGS

Effect of Standard No Rules for Moment Resisting Frames on the Elastic and Inelastic Behavior of Dual Steel Systems

SEAU 5 th Annual Education Conference 1. ASCE Concrete Provisions. Concrete Provisions. Concrete Strengths. Robert Pekelnicky, PE, SE

Title. Author(s)WARNITCHAI, P.; MUNIR, A. Issue Date Doc URL. Type. Note. File Information

Case Study: Challenges of a Single-layer Reticulated Dome

PERFORMANCE-BASED SEISMIC DESIGN OF TALL BUILDINGS IN THE U.S.

Seismic Design of Precast Concrete Structures

Design check of BRBF system according to Eurocode 8 Use of pushover analysis

181 Fremont San Francisco, California

Seismic Steel Design 12/9/2012

PERFORMANCE-BASED SEISMIC DESIGN OF TALL BUILDINGS IN THE U.S.

EARTHQUAKE INDUCED AMPLIFIED LOADS IN STEEL INVERTED V- TYPE CONCENTRICALLY BRACED FRAMES

Special Civil Engineer Examination Seismic Principles Test Plan

STRUCTURAL APPLICATIONS OF A REINFORCED CONCRETE BEAM-COLUMN-SLAB CONNECTION MODEL FOR EARTHQUAKE LOADING

EFFECTS OF STRONG-MOTION DURATION ON THE RESPONSE OF REINFORCED CONCRETE FRAME BUILDINGS ABSTRACT

MODELLING OF SHEAR WALLS FOR NON-LINEAR AND PUSH OVER ANALYSIS OF TALL BUILDINGS

3.5 Tier 1 Analysis Overview Seismic Shear Forces

Analysis of a Multi-Tower Frame Structure connected at different levels using ETABS

LIGHTLY DAMPED MOMENT RESISTING STEEL FRAMES

Comparison of Chevron and Suspended Zipper Braced Steel Frames

COMPARATIVE PERFORMANCE OF BUCKLING-RESTRAINED BRACES AND MOMENT FRAMES

Panos H. Galanis PhD Candidate University of California, Berkeley Supervised by Professor Jack P. Moehle University of California, Berkeley

AN INVESTIGATION TO SEISMIC PERFORMANCE OF ORDINARY REINFORCED CONCRETE MOMENT RESISTING FRAMES UNDER INTENSE EARTHQUAKES

PERFORMANCE BASED SEISMIC EVALUATION AND RETROFITTING OF UNSYMMETRICAL MEDIUM RISE BUILDINGS- A CASE STUDY

ACCIDENTIAL TORSIONAL IRREGULARITY IN STEEL CONCENTRICALLY BRACED FRAMES

CVEN 483. Structural System Overview

EVALUATION OF SEISMIC BEHAVIOR OF IRREGULAR STEEL STRUCTURES IN PLAN WITH BRB AND EBF BRACES UNDER NEAR-FAULT EARTHQUAKE

COMPARATIVE REPORT CYPECAD VS. ETABS

STRUCTURAL DESIGN REQUIREMENTS (SEISMIC PROVISIONS) FOR EXISTING BUILDING CONVERTED TO JOINT LIVING AND WORK QUARTERS

The Influence of Gravity-Only Framing on the Performance of Steel Moment Frames

Ductile Design of Steel Structures

Seismic Design Criteria for Structures, Systems, and Components in Nuclear Facilities

La Jolla Commons Phase II Office Tower

EFFECTS OF COLUMN CAPACITY ON THE SEISMIC BEHAVIOR OF MID-RISE STRONG-COLUMN-WEAK-BEAM MOMENT FRAMES

DISPLACEMENT-BASED SEISMIC ASSESSMENT OF EXISTING NON- DUCTILE STEEL CONCENTRICALLY BRACED FRAMES

PERFORMANCE BASED ANALYSIS OF R.C.C. FRAMES

LEARNING OF ETABS. 15 ft

Contents. Tables. Terminology and Notations. Foreword. xxi

Seismic Performance Assessment of Concentrically Braced Steel Frame Buildings

Design Example 2 Reinforced Concrete Wall with Coupling Beams

COMPARATIVE SEISMIC PERFORMANCE OF RC FRAME BUILDINGS DESIGNED FOR ASCE 7 AND IS 1893

INTERACTION OF TORSION AND P-DELTA EFFECTS IN TALL BUILDINGS

The Effect of Frame Geometry on the Seismic Response of Self-Centering Concentrically- Braced Frames

MODAL AND CYCLIC PUSHOVER ANALYSIS FOR SEISMIC PERFORMANCE EVALUATION OF BUCKLING-RESTRAINED BRACED STEEL FRAME

Evaluation of Seismic Response Modification Factors for RCC Frames by Non Linear Analysis

CONTRIBUTION of GRAVITY FRAMES TO SEISMIC PERFORMANCE OF STEEL MOMENT RESISTING FRAMES

COMPARISON BETWEEN THE DIRECT DISPLACEMENT BASED DESIGN AND THE FORCE BASED DESIGN METHODS IN REINFORCED CONCRETE FRAMED STRUCTURES

Engineering Structures. Performance-based plastic design method for buckling-restrained braced frames

IS 1893 and IS Codal Changes

Initial cost and seismic vulnerability functions for buildings with energy-dissipating devices

Comparison between Seismic Behavior of Suspended Zipper Braced Frames and Various EBF Systems

Transcription:

Response of TBI case study buildings ANALYSIS OF STEEL BUILDING Pierson Jones & Farzin Zareian May 7 th, 2010

Introduction Three 40-story Building BRBF Systems building Structural and Earthquake Engineering

Building Information 40-story Buckling Restrained Braced Frame (Bldg. III) Three designs by Simpson Gumpertz&Heger, Inc. Building III-A Code-based Design (IBC 2006 and not considering the maximum height limit, ) Building III-B Performance-based Design (LATBSDC) Building III-C Performance-based Plus Design Perform 3D models provided by designer for Building III-B and III-C.

Code Based Design 2007 California Building Code ASCE 7.05 Standard for Minimum Design Loads for Buildings and Other Structures. (S DS = 1.145, SD 1 = 0.52, R = 7) AISC 360.05 Spec. for Steel Buildings AISC 341.05 Seismic Spec. ACI 318-08 Building Code Requirements for Reinforced Concrete

Performance Based Design Layout is identical to Code Based Design except that 2 bays of bracing have been removed (in the lower stories of the perimeter braced frames in the ) BRB member sizes have been reduced. Designed to meet the LATBSDC seismic design guidelines

Performance Based Design Plus Layout is identical to Performance Based Design except that outriggers are added to mitigate serviceability level design requirements. Designed to meet the Guidelines for PEER Seismic Design of Tall Buildings

General Comparison Bldg. III-A Bldg. III-B Bldg. III-C

TYPICAL COLUMNS, BRACES, AND CONNECTIONS BOLTED CONNECTION (301-500K BRACES) CONCRETE FILLED BOX COLUMN BOLTED CONNECTION (501-800K BRACES) FROM 18 SQUARE TO 60 SQUARE fc =10,000 psi PINNED CONNECTION (801-1200K BRACES) elevation

Comparison of BRB strength along similar grid lines KEY: BRB strength [Kips] 300K-500K 501K-800K 801K-1200K NOTE: GRID LINE 2&7 DIRECTION Bldg. III-A Bldg. III-C Bldg. III-B

General Modeling PERFORM3D (version 4.03) structural analysis software by Computers and Structures Inc. was used for the nonlinear time history analysis. 3-D models of the building are subjected to 2-component ground motions. The only nonlinear element employed in the model is the Buckling Restrained Brace element.

General Modeling Columns and Beams were modeled with elastic elements. Elastic behavior was verified in these elements by monitoring their demand-capacity ratios and ensuring that they remained in the elastic range. Models that included the gravity frame were developed but did not significantly change the seismic demands. The perimeter shear walls were modeled with elastic wall elements with 50% of the gross stiffness and 40% of elastic shear modulus to account for cracked section properties. Diaphragm assumed rigid

BRBF Typical Bay-connection details Assumption gusset plate will have full ductility capacity. i.e. the connections are well engineered and will behave as pins even under severe ground motions.

BRBF Typical Bay modeling details Rigid panel zone BRBF brace element, nonlinear. Connections modeled as pins. BRBF stiff endzone 30% length linear elastic bar Elastic Column element, equivalent steel cross section used (axial, torsional, and bending stiffness modified to account for concrete) Elastic Beam Element with pinned connections to columns

BRBF Modeling Buckling-restrained braces were modeled using a built-in model in Perform 3D software with R y = 1.1, ω = 1.25, and β = 1.1. 30% of the length of buckling-restrained braces are considered as End Zone The brace components in the model have a maximum deformation capacity of (20ε y ) as determined by SGH. If this capacity is exceeded during the time-history analysis, the analysis stops No strength or stiffness degradation Backbone curve for BRBF. Image source: Simpson Gumpertz and Heger

Modal Properties: Building III-A Story Number Dominance of flexural mode of vibration in and E- W. Building III-A Modal Properties () 40 35 30 25 20 15 10 5 0-1 -0.5 0 0.5 1 Mode Shape Value Mode 1 Mode 2 Mode 3 Story Number Building III-A Modal Properties () 40 35 30 25 20 15 10 5 0-1 -0.5 0 0.5 1 Mode Shape Value Mode 1 Mode 2 Mode 3 Mode Number 1 2 3 4 Period 3.80 1.27 0.69 0.48 Mass Part. 0.72 0.17 0.05 0.02 Mode Number 1 2 3 4 Period 5.25 1.48 0.77 0.51 Mass Part. 0.57 0.24 0.09 0.04

Modal Properties: Building III-B Dominance of flexural mode of vibration in and a balance between the flexural and shear mode in the E- W. Building III-B Modal Properties () 40 Building III-B Modal Properties () 40 35 35 30 30 Story Number 25 20 15 10 Story Number 25 20 15 10 5 5 0-1 -0.5 0 0.5 1 Mode Shape Value 0-1 -0.5 0 0.5 1 Mode Shape Value Mode 1 Mode 2 Mode 3 Mode 1 Mode 2 Mode 3 Mode Number 1 2 3 4 Period 4.49 1.50 0.81 0.56 Mass Part. 0.74 0.16 0.04 0.02 Mode Number 1 2 3 4 Period 6.47 1.77 0.88 0.58 Mass Part. 0.64 0.22 0.07 0.03

Modal Properties: Building III-C Story Number Dominance of flexural mode of vibration in and a balance between the flexural and shear mode in the E- W. Building III-C Modal Properties () 40 35 30 25 20 15 10 5 0-1 -0.5 0 0.5 1 Mode Shape Value Story Number Building III-C Modal Properties () 40 35 30 25 20 15 10 5 0-1 -0.5 0 0.5 1 Mode Shape Value Mode 1 Mode 2 Mode 3 Mode 1 Mode 2 Mode 3 Mode Number 1 2 3 4 Period 4.17 1.39 0.74 0.51 Mass Part. 0.73 0.17 0.05 0.02 Mode Number 1 2 3 4 Period 5.74 1.64 0.80 0.54 Mass Part. 0.67 0.20 0.06 0.03

Representative Results

Representative Results

Return Period GM set Building III A 4975 (years) OVE 2475 (years) MCE 475 (years) DBE 43 (years) SLE43 median %16 th and %84 th 25 (years) SLE25 Individual earthquake MAXIMUM IDR

Return Period GM set Building III B 4975 (years) OVE 2475 (years) MCE 475 (years) DBE 43 (years) SLE43 median %16 th and %84 th 25 (years) SLE25 Individual earthquake MAXIMUM IDR

Return Period GM set Building III C 4975 (years) OVE 2475 (years) MCE 475 (years) DBE 43 (years) SLE43 median %16 th and %84 th 25 (years) SLE25 Individual earthquake MAXIMUM IDR

Return Period GM set Building III A 4975 (years) OVE 2475 (years) MCE 475 (years) DBE 43 (years) SLE43 median %16 th and %84 th 25 (years) SLE25 Individual earthquake MAXIMUM ACCELERATION [g]

Return Period GM set Building III B 4975 (years) OVE 2475 (years) MCE 475 (years) DBE 43 (years) SLE43 median %16 th and %84 th 25 (years) SLE25 Individual earthquake MAXIMUM ACCELERATION [g]

Return Period GM set Building III C 4975 (years) OVE 2475 (years) MCE 475 (years) DBE 43 (years) SLE43 median %16 th and %84 th 25 (years) SLE25 Individual earthquake MAXIMUM ACCELERATION [g]

GM set: OVE Simulated vs. recorded ground motions T1 = 3.8 T2 = 1.3 Matched Spectra for TBI (OVE, 3 & 0.1, 7 & 0.6) 1.5 (Sa(T)/g [5% critical damping] Target Spectrum Median Spectrum Indv. Spectrum Rec./Scaled 1 Indv. Spectrum Simulated mean 0.5 T1 = 5.3 T2 = 1.5 0 0 1 2 3 4 5 6 Period (T) 7 8 9 10 MAXIMUM IDR %16th and %84th simulated ground motions recorded & scaled ground motions

GM set: OVE Simulated vs. recorded ground motions T1 = 4.9 T2 = 1.5 Matched Spectra for TBI (OVE, 3 & 0.1, 7 & 0.6) 1.5 (Sa(T)/g [5% critical damping] Target Spectrum Median Spectrum Indv. Spectrum Rec./Scaled 1 Indv. Spectrum Simulated mean 0.5 T1 = 6.5 T2 = 1.8 0 0 1 2 3 4 5 6 Period (T) 7 8 9 10 MAXIMUM IDR %16th and %84th simulated ground motions recorded & scaled ground motions

GM set: OVE Simulated vs. recorded ground motions T1 = 4.2 T2 = 1.4 Matched Spectra for TBI (OVE, 3 & 0.1, 7 & 0.6) 1.5 (Sa(T)/g [5% critical damping] Target Spectrum Median Spectrum Indv. Spectrum Rec./Scaled 1 Indv. Spectrum Simulated mean 0.5 T1 = 5.7 T2 = 1.6 0 0 1 2 3 4 5 6 Period (T) 7 8 9 10 MAXIMUM IDR %16th and %84th simulated ground motions recorded & scaled ground motions

%Exceedance Of 3% Drift Ratio 25% 20% 15% 10% 5% 0% $249/SF $256/SF $245/SF OVE MCE DBE SLE43 SLE25 Safe maximum IDR considered to be IDR=.03 All of the analysis completed -- there were no component failures for the BRBF lateral load system Building III-C did not exceed the safe IDR in any of the ground motions, was considered to perform the best. Building III-A generally performed better than the performance based design (Building III-B)

Summary Behavior of Building III-C is different from Buildings III-A and III-B (different structural system) Stiffer building (III-A) observes larger acceleration and smaller deformation compared to other two buildings. No collapse was indicated Building III-B appeared to be the one with higher probability of exceeding the drift limit of 3% in MCE and OVE hazard levels. Building III-A exceeded the limit only at the OVE level.