001 2010_bridges_en1990 bisis of design some briefing
TRANSCRIPT
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EUROCODESBridges: Background and applications
1
EN1990 Basis of Design
Engineering Director, Parsons Brinckerhoff
Visiting Professor, University of Bath
Convenor, CEN/TC250 Horizontal Group - Bridges
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Agenda
Overview of EN1990
Verification of limit states and the combinations ofactions
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EN1990 Basis of Design: Contents
2 Requirements3 Principles of Limit State Design
as c ar a es5 Structural Analysis and Design Assisted
b Testin6 Verifications by the Partial Factor Method
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EN1990 Basis of Design Contents
Annex A2 Application for BridgesAnnex An Application for other structure types
nnex anagement o tructura e a tyfor Construction Works
Annex C Basis for Partial Factor Desi n andReliability Analysis
Annex D Design Assisted by Testing
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Role of EN1990
Provides principles and requirements for designers
,
drafters of the other Eurocode parts
ome o e requ remen s are very genera spec capproaches to satisfying them are often contained in other Eurocode
parts, e.g.
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EN1990: Section 1 - General
Scope [1.1]
Assumptions [1.3]
.
Symbols [1.6]
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Scope
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Scope (cont.)
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Some Important Assumptions
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EN1990: Section 2 - Requirements
Basic requirements [2.1]
Design working life [2.3]
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EN1990: Section 2 - Requirements
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EN1990: Section 3 Principles of limit state design
General [3.1]
Design situation [3.2]
.
Serviceability limit states [3.4] Limit state design [3.5]
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EN1990: Section 3 Principles of limit state design
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EN1990: Section 3 Principles of limit state design
Key Concept 1
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Key Concept 1 Design Situations
Design situations are categorised as persistent, transient,accidental or seismic.
These categorisations draw together families of circumstances orconditions that the structure might experience during its life:
Persistent design situations refer to conditions of normal use. As such, fora highway bridge, they will include the passage of heavy vehicles since theability to carry heavy vehicles is a key functional requirement.
Transient design situations refer to circumstances when the structure isitself in some temporary configuration, such as during execution or repair.
structure is experiencing an extreme accidental event.
Seismic design situations concern conditions applicable to the structure
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EN1990: Section 3 Principles of limit state design
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EN1990: Section 3 Principles of limit state design
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EN1990: Section 3 Principles of limit state design
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EN1990: Section 3 Principles of limit state design
Key Concept 2
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Key Concept 2 Reversible andIrreversible Serviceability Limit States
The Eurocodes differentiate between reversible and irreversibleserviceability limit states.
Irreversible serviceability limit states are of greater concern thanreversible serviceability limit states.
The acce table robabilit of an irreversible serviceabilit limit state beinexceeded is lower than that for a reversible serviceability limit state.
irreversible serviceability limit states than reversible serviceability limitstates.
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EN1990: Section 4 Basic variables
Actions and environmental influences [4.1]
Material and product properties [4.2] .
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EN1990: Section 4 Basic variables
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Representative values of variable actions
EN1990 established four representative values of a
Characteristic Value (Qk) [1.5.3.14]
0 k . . .
Frequent Value of a Variable Action (1Qk) [1.5.3.17]
Quasi-permanent Value of a Variable Action (2Qk) [1.5.3.18]
Key Concept 3
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Representative Values of a Variable Action
Instantaneous value of QCharacteristic value Qk
t2t1 t3
om nat on va ue o k
Frequent value 1Qk
Quasi-permanent value 2Qk
Time
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Key Concept 3 Representative values of variable actions
There are four different representative values of a Variable Action.
e c arac er s c va ue s a stat st ca y extreme va ue. t s t e ma n
representative value, and the value generally defined in EN1991.
The other representative values are called the combination value,frequent value and quasi-permanent value. They are determined by
multiplying the characteristic value by and respectively.
-,statistically extreme than the characteristic value, so and arealways less than 1.
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Material Properties
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EN1990: Section 5 Structural analysis anddesign assisted by testing
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EN1990: Section 6 Verification by the partial factor method
Key section will return to it further later
Design values [6.3] Actions materials eometric data effects of actions resistances
Ultimate limit states [6.4] ULSs to be verified, verification rules, combination rules
Serviceability limit states [6.5] Verification rules, combinations of actions
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Ultimate Limit States
Ultimate Limit States
EQU Equilibrium
STR Structural
FAT - Fatigue
UPL Uplift
HYD Hydraulic heave
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Ultimate Limit States
Ultimate Limit States
EQU Equilibrium
STR Structural
Key Concept 4
FAT - Fatigue
UPL Uplift
HYD Hydraulic heave
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Ultimate Limit States
Ultimate Limit States
EQU Equilibrium
STR Structural
Resistance
FAT - Fatigue
UPL Uplift
HYD Hydraulic heave
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Ultimate Limit States
Ultimate Limit States
EQU Equilibrium
STR Structural
Resistance
FAT - Fatigue
UPL Uplift
Stability
HYD Hydraulic heave
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Ultimate Limit States
Ultimate Limit States
EQU Equilibrium
STR Structural
Resistance
FAT - Fatigue
UPL Uplift
Stability
HYD Hydraulic heaveEN1997
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Key Concept 4 Six different Ultimate Limit States
The Eurocodes explicitly establish six different ultimate limit states.
wo o ese, an , are spec c o .
Two are concerned with resistances: STR when verifying structuralresistance and GEO when verifying the resistance of the ground.
FAT is concerned with fatigue.
EQU is principally concerned with ultimate limit states involving a loss ofoverall equilibrium. However, it has an important relationship with thesingle source principle (see Key Concept 5)
Different artial factors on actions and eotechnical material
properties are used for different ultimate limit states
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Ultimate Limit States
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Single Source Principle
EN 1990, Annex A2:
Key Concept 5
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Single Source Principle
Key Concept 5
NOTE 3 The characteristic values of all permanent actions from oneG,sup unfavourable and G,inf if the total resulting action effect is favourable. Forexample, all actions originating from the self weight of the structure may
materials are involved. See however A2.3.1(2)
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Balanced Cantilever
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C S S
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Key Concept 5 Single Source Principle
Application of the single source principle allows a single partial factor tobe applied to the whole of an action arising from a single source.
The value of the partial factor used depends on whether the resultingaction effect is favourable or unfavourable.
verifications.
EQU addresses cases when minor variations in the magnitude orspatial distribution of a permanent action from a single source issignificant.
EN1990 A A2 A li ti f b id
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EN1990: Annex A2 Application for bridges
Another key section for bridge design
Combinations of action [A2.2]General, rules for different brid e t es, values of factors
Ultimate limit states [A2.3]
, ,
Serviceability limit states [A2.4]
Design values, deformation, vibrations
EN1990 A A2 A li ti f b id
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EN1990: Annex A2 Application for bridges
EN1990 Annex A2 Application for bridges
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EN1990: Annex A2 Application for bridges
Partial factors on actions
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Partial factors on actions
Partial factors on actions
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Partial factors on actions
ULS Partial Factors Set A - Bridges
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ULS Partial Factors Set A - Bridges
Partial factors on actions
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ULS Partial Factors Set B - Bridges
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ULS Partial Factors Set B Bridges
Design situations cases where
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geotechnical actions or resistance present
ULS Partial Factors Set C - Bridges
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ULS Partial Factors Set C Bridges
Illustration of STR and EQU:
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Verification of launched structure
G,sup Gk,sup
STR Verification : Moment over central support
Single source principle can be applied
EN1990 Set B Partial Factors used
Illustration of STR and EQU:V ifi i f l h d
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Verification of launched structure
G,sup Gk,supG,inf Gk,inf
EQU Verification
Single source principle not applied
EN1990 Set A Partial Factors used
Agenda
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g
Overview of EN1990
Verification of limit states and the combinations ofactions
Key Concept 6
Verification (ULS)
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Verification (ULS)
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ULS Verification(Persistent and Transient Design Situation)
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(Persistent and Transient Design Situation)
Ed
Rd
ULS Verification(Persistent and Transient Design Situation)
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(Persistent and Transient Design Situation)
Ed
Rd
.
ULS Verification(Persistent and Transient Design Situation)
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(Persistent and Transient Design Situation)
ULS Verification(Persistent and Transient Design Situation)
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( g )
Ed
Rd
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
.
ULS Verification(Persistent and Transient Design Situation)
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( g )
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
ULS Verification(Persistent and Transient Design Situation)
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( g )
effect
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
ULS Verification(Persistent and Transient Design Situation)
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effect
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
Effect of
ULS Verification(Persistent and Transient Design Situation)
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effectPermanentactions
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
Effect of
ULS Verification(Persistent and Transient Design Situation)
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effectPermanentactions
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
Effect of
Combinedwith
ULS Verification(Persistent and Transient Design Situation)
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effectPermanentactions
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
Effect of Prestress
Combinedwith
ULS Verification(Persistent and Transient Design Situation)
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effectPermanentactions
variableaction
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
Effect of Prestress
Combinedwith
ULS Verification(Persistent and Transient Design Situation)
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effectPermanentactions
variableaction
Ed = E { j1G,jGk,j+pP +Q,1Qk,1+i>1Q,i 0,i Qk,i }
Effect of Prestress Accompanying
actionsCombinedwith
BS EN 1990 verification (ULS, STR)
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ActionsXk
mEd
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ULS Verification Equ 6.10a and b(Persistent or Transient Design Situation)
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As an alternative to 6.10, less favourable of thefollowing two expressions applies:
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ULS Verification Equ 6.10a and b(Persistent or Transient Design Situation)
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As an alternative to 6.10, less favourable of thefollowing two expressions applies:
Combination factor applied to leading
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ULS Verification Equ 6.10a and b(Persistent or Transient Design Situation)
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As an alternative to 6.10, less favourable of thefollowing two expressions applies:
Combination factor applied to leading
Reduction factor applied topermanent actions
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factors for highway bridges
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g
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ULS Verification (Accidental Design Situation)
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Ed = E { j1Gk,j+ P + Ad+ (1,1 or 2,1) Qk,1
+ , ,
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Serviceability Limit States
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Based on criteria concerning e orma ons a ec ng appearance, com or or unc on ng o
structure
structure
Dama e adversel affectin a earance durabilit or function
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SLS Verification Combinations of Actions
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Characteristic Combination
Normally used for irreversible limit states
Ed = E { j1Gk,j+ P + Qk,1+i>10,i Qk,i }
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Example from EN1992-1-1
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SLS Verification Combinations of Actions
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Frequent Combination
Normally used for reversible limit states
Ed = E { j1Gk,j+ P +1,1 Qk,1+i>12,i Qk,i }
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SLS Verification Combinations of Actions
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Quasi-Permanent Combination
Normally used for long term effects
Ed = E { j1Gk,j+ P +i12,i Qk,i }
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Example from EN1992-1-1
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Combinations of Actions Treatment of variable actions
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Leading Accompanying
(1) (1)
Combinationalso includes
ULS Persistent and Transient DesignSituations Q 1.0 Q 0
ULS Accidental Design Situation 1.0 1(2) 1.0 2or 2
Ad
(SLS) Characteristic Combination 1.0 1.0 1.0 0
(SLS) Frequent combination 1.0 1 1.0 2
Notes:
(SLS) Quasi permanent Combination(also used for long term effects)
1.0 2 1.0 2
(1) Values of Q are obtained from tables A2.4(A) (C) of EN 1990.
(2) Expression 6.11 allows the use of either or 1 or2(3) Guidance on which combination should be used for specific verifications is given in the relevant Parts ofEN 1992 to EN 1999 for SLS, and is dependent upon the design situation at ULS.
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Key Concept 6 Five Combinations of Actions
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EN1990 establishes five different combinations of actions.
limit states. They have different statistical likelihoods of
occurring.
The quasi-permanent combination is also used when analysinglong-term effects.
whether partial factors are applied; which representative values ofvariable actions are used; and, whether there is an accidental
.
The different combinations of actions are used in conjunction withthe Eurocode material arts. The Eurocode art enerall statesexplicitly which combination is to be used in each SLS verification.
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Six key concepts - summary
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Design situations
evers e an rrevers e serv cea ty m t states
Representative values of variable actions
Six ultimate limit states
Five combinations of actions