0802 slides
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Seismic Desi n of Hi h-r
Buildings
Andrew Whittaker, University at Buf
Michael Willford, Arup
Ron Klemencic, MKA
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CTBUH Seismic Working Group
Formed in early 2007
Tasked with drafting international bpractice recommendations for seism
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Lead authors Willford, Whittaker, Klemencic
Draft published in early 2008
Review comments received in April
Final recommendations in August 2
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CTBUH Working Group goals
Review international best practice f-
Japan, China, USA
Identify shortcomings in existing staand codes vis--vis high-rise buildin
1997 Uniform Building Code -
2006 International Building Code
Draft internationally appropriate proor ana ys s an es gn across a re
seismic hazard
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International practice
Practices vary widely around the wo erna e or no per ormance o ec v
Use of unsuitable codes, standards, gu
Reliabilit safet of resultant desi ns
Traditional practice 1997 UBC and derivatives
Emerging practice
Performance-based design
n erp ns ecommen a ons
Best practice in Japan and China
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Traditional practice
1997 Uniform Building Code and de any perm ss e s ruc ura ram ng sy
None amenable to high-rise buildings
Minimum lateral seismic forces
No technical basis
Prescriptive rules
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Single level design (life safety + 0.67*M
No performance check
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Traditional practice
Uniform Building Code u ng co e ase on ue
SEAOC Blue Book
USA West Coast ractice
Low- and medium-rise buildings
First published in late 1950s
Three performance objectives
Single level check (life safety in rare ea
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Response modification factors
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Traditional practice
d
CR
,a
VR
=
=x vx
k
x x
n
w hC =
Framing system
Steel
Special moment f
1
k
i ii
w h
=
=
Eccentrically braced frameSpecial concentrically braced fMoment frame (25%) an
Reinforced Concrete
i d e
Special bearing shea
Moment frame (25%) and special she
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Traditional practice
2003 NEHRP Recommended Prov accep a e ram ng sys ems
Seismic design category E height limit
RC bearin walls, 49 m
Steel braced frames, 49 m
RC and steel moment frames (MFs), N
,
RC and steel MFs tube construct
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Questionable performance at best
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Traditional practice
Efficient framing systems in tall buil cores
RC, steel and composite perimeter tub
RC cores outri ers erimeter colum
Steel braced cores and perimeter fram
None of the above are permitted pestandards and guidelines
No technical basis to set aside these s
because performance is not proven
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Traditional practice
High-rise buildings Multiple modes of
seismic response Shears moments
High gravity stresses Cores and columns Limited rotation capacity
Single value of R? How com uted?
Which mode?
Wind loadings
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Emerging practice (USA)
Performance-based seismic design en an en proce ures
Multiple user-selected performance ob
Desi n freedom
User-selected framing system and mat
Design burden
e a e azar groun mo on comp
Nonlinear analysis
Component checking for deformations
First principles mechanics for deformat
Expert peer review
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Emerging practice (USA)
Gen 1 performance-based eq engin ,
ASCE41 (06)
ImmediateOccupancy
C
POperationalLife
Safety
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Emerging practice (USA)
100 years
1000
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Emerging practice (USA)
hear
Bas
e
s
Structural displacement (earthquake i
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Emerging practice (USA)
Gen 1 procedures ac one curves or componen mo e
Nonlinear static analysis
First mode lateral load rofiles
Appropriate for low- and mid-rise build
Inappropriate for high-rise buildings
Gen 2 procedures (ATC-58 project)
Nonlinear response-history analysis
Appropriate selection and scaling of paground motions
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Best practice in Japan and Chi
Performance based design
Mandatory for buildings exceeding heights
Depend on hazard and structural form User-specified framing systems and
Multiple performance objectives Nonlinear res onse-histor anal sis Element ductility check
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Best practice in Japan
Two performance objectives Typically five ground motion sets per le
Level 1: PGV = 25 cm/s (approx 0
Elastic response required Storey drift < 1:200
eve : = cm s approx . Expected material strength Storey drift < 1:100 Storey ductility factor < 2
Expert panel peer review
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Best practice in China
Three performance objectives -
Elastic response
475-year return period spectrum (1 Repairable damage
Critical members to remain elastic 2475- ear return eriod s ectrum
No collapse Story drift limits
Expert panel peer review
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CTBUH Recommendations
Introduction abackground
es gn o ecphilosophy
Seismic hazaassessment
Foundation e
Structural anmodeling pro
nergy ss p References Appendices
Assessmen
low seismic
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Design objectives and procedu
Minimum design objectives -
Negligible damage for spectral demandreturn period of about 50 years
non-structural components
Collapse-level assessment
period of 2475 years
Limit deformations for ductile actions aforces for non-ductile actions in structucomponents
Limit damage in those non-structural cwhose failure might trigger building col
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Design objectives and procedu
Seismic hazard analysis Selection and scaling of pairs of ground mo
3D nonlinear building model What to include? How to model? ASCE-41 backbone curves
Perform nonlinear response-history anal
Pairs of ground motions Assess results
u ng e orma ons r s Component deformations (ductile actions) Component forces (non-ductile action s)
Major shortcoming of Gen 1 procedures
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Design objectives and procedu
Seismic design basis oa map or ana ys s an es gn
Building description, description of sewind resisting systems, performance se sm c azar resu ts, w n stu y re
methods of analysis, modeling and accriteria, drift criteria, criteria for nonstr
Mandatory peer review
Instrumentation
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Seismic hazard assessment
Probabilistic seismic hazard assessme
Maximum versus geomean demands
2009 USGS seismic design maps
Near source effects and long period dema
Site response analysis
No consensus on best procedures
#1: Matching to maximum spectrum (3x1)
#2: Matching to maximum and minimum s
#3: Matching to maximum and minimum C
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Foundation effects
Geotechnical parameters
Consider credible variations in soil propert
Bounding analysis
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Soil flexibility will influence the dynamic prothe structure
Foundation size (kinematic interaction)
Modeling n rect mo e s us ng equ va ent near spr
Explicit nonlinear soil models
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Foundation effects
Foundation embedment e sm c npu a un ers e o asemen
Difference between basement and freemotions
Greatest when surface soils are weak
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Structural analysis and modeli
Analysis procedures -
Collapse-level: nonlinear response his
Capacity-design approaches
Building models Components that contribute strength a
Component force-deformation relation Lumped plasticity models
appropr a e
Fiber models
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Structural analysis and modeli
Damping Viscous (pre-yield) versus hysteretic (post-y
Response-spectrum analysis CQC method to combine the modes Apply (Max, Min) or (100, 30 Max) ax mum componen response or assessm
Nonlinear response-history analysis Pairs of ground motions for analysis
Coexisting forces and deformations
Deformation capacities in lumped plasticity m ASCE41 or first principles
Deformation capacities in fiber models
Force capacities
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Examples of PBD of high-rise b
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One Rincon Hill, San Francisco
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One Rincon Hill, San Francisco
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St. Francis Towers, Manila (Aru
60 storey RC building m rom ac ve au
M 7.5
T1 = 6 seconds
design V 0.05W
Dual system required
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St. Francis Towers, Manila (Aru
1997 UBC design Dual system
Feasible?
Sensible?
High gravity stressin core and columns Maximize floor space
Relative shortening
Onl solution is abearing wall
But not permitted
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St. Francis Towers, Manila (Aru
1997 Uniform Building Code set as
Performance-based solution
Probabilistic seismic hazard analysis
Core walls only (no dual system) Damped outriggers to achieve = 0.07
Lateral strength to resist wind loads
Nonlinear response-history analysis
ASCE41 and first principles mechanics
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St. Francis Towers, Manila (Aru
Core analysis Low axial load
= 0.009
M /M = 1.25 700800
p = 0.05
High axial load300
400
500
600
Moment
= 0.003
Mu/My = 1.08
= 0.005
0
100
200
0 0.002 0.004
C
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St. Francis Towers, Manila (Aru
Nonlinear building-
Nonlinear responsehistor anal sis 2475-year spectrum
Pairs of motions
Yielding in cores andcolumns at base
excess of UBC
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St. Francis Towers, Manila (Aru
Core wall checkingShear W
Rotation capacityvaries as a function 1
1
1
)
of (P,M)
First principlesanalysis
lForce(MN
Shear strengthcomputed usingcapacity principles
-200 -150 -100 -50
Axi
Reserve strength
Mome
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St. Francis Towers, Manila (Aru
1997 UBC Performa
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St. Francis Towers, Manila (Aru
Performanes gn
30% redu
40% redu(core, col
$10+M US
Higher sh un
Known pe
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The Future Holds
Application of Gen 2 PBD procedur
Risk based procedures such as
10% robabilit of colla se/2475 ear s
MAF of collapse = 0.0001
Development of innovative structurarc ec ura an mec an ca sys emare damage tolerant
as knowledge is gained
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aw a u a o.e u
r emenc c m a.com
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