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RESEARCH AND PRACTICE IN ENGINEERING The Rion - Antirion Bridge foundation design Alain PECKER IAS Distinguished Lecture, City University of Hong Kong, 15/11/2017
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RESEARCH AND PRACTICE IN ENGINEERING The Rion-Antirion Bridge foundation design

Alain PECKER

IAS Distinguished Lecture, City University of Hong Kong, 15/11/2017

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•Finance

•Design

•Build

•Own

•Operate

•Transfer

Continental Greece

Peloponese

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OUTLINE OF PRESENTATION

• Overview of Project• Geotechnical and environmental

conditions• Adopted solution for foundations• Design methodology• Pictures of construction• A last question

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KEY DATES

• Launch of tender : 1992• Contract award : December 1997• Start of construction : End 1999• Date of completion : August 2004 • Total cost : 770 Mi Euros (630 construction)

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3 x 560m

2252m

Gulf of Corinth

RION

ANTIRION

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65 m

230 m

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GEOTECHNICAL CONDITIONS

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65 m.

RION ANTIRION

SAND AND GRAVELCLAYSILT

GEOTECHNICAL SOIL PROFILE

Rock > 500m

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ENVIRONMENTAL CONDITIONS

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Seismicdesign conditionsMagnitude 7.0Max acceleration: 0.5gP= 0.05% / year

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TECTONIC MOVEMENTS

PLAN :

ELEVATION : VERTICAL DISPLACEMENT : 2m

PIER BASE

HORIZONTAL DISPLACEMENT : 2 m

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180 000 t

RION ANTIRION

SHIP IMPACT

16 knots

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CHALLENGES

• No rock formation at less than 600 m

• Large water depth : 65 m

• Performance objectives (2000 year return period):Damages acceptable but bridge repairable

•horizontal sliding acceptable ; tilt prohibited (<0.1 %)

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INVESTIGATED FOUNDATION SOLUTIONS

PILESEMBEDDED CAISSONSSOIL SUBSTITUTIONSHALLOW FOUNDATION

Many advantages : constructability, celerity, costBehavior in high seismic areas on soft soil ?

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EXAMPLES OF FOUNDATION BEHAVIOURShallow foundations

• Post earthquake observationsMexico city (1985)Loma Prieta (1989)

• Confirmation by small scale experimentsShake table tests (CEA, Cambridge, PWRI)Centrifuge tests (UC DAVIES, IFSSTAR)Pseudo dynamic tests (JRC)

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MEXICO(Michoacan, 1985)

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MEXICO(Michoacan, 1985)

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MOSS LANDING (Loma Prieta, 1989)

20

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STRATEGY

• Use the concepts of previous research on:Seismic bearing capacity of shallow foundations

Salençon-Pecker (1991)

Analyses of nailed structuresSalençon-De Buhan (1993)

• Introduce new aspects to develop an innovative solutionShear force contribution in resistance of inclusionsIntroduce a capacity design philosophy

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PP

∆1

CAPACITY DESIGN (Paulay, 1997)

PP

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∆1 m ∆1 n ∆1 + m ∆1

1 n n ++=

∗ µµN Brittle links + Ductile link = Ductile chain

PP

CAPACITY DESIGN (Paulay, 1997)

PP

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SOIL REINFORCEMENT

• Driven steel pipesDiameter 2 m, Thickness 20 mm Length 25 m to 30 mSpacing 7 m x 7 m

• Gravel layer : 3m thick

200 INCLUSIONS UNDER EACH FOUNDATION

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FOUNDATION CROSS SECTION

Gravel layer : h=3m

Inclusions : s=7mx7mh=30mφ=2m

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CENAPRED WORKSHOP (1991)

Salençon-Pecker (1991)

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BEARING CAPACITYunderCOMBINED LOADS

xF

Q

MN

T

B

O

M

N

T

CBNNCBTT

CBMM

//

/ 2

=

=

=

Yield design theory (1983)

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REINFORCED SOIL

Ωω

B

λΒ

ε''

α µ

δ

F

(Salençon-Pecker, 1999)

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200 400 600 800 1000Horizontal shear force at foundation level (MN)

0

5000

10000

15000

20000

25000

30000

35000

0

Ove

rtur

ning

mom

ent

(MN

.m)

BOUNDING SURFACE

WITHOUTinclusions

WITHinclusions WITHOUT

slidingsurface

N = 860 MN - L = 25 m - S = 7 m

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200 400 600 800 1000Horizontal shear force at foundation level (MN)

0

5000

10000

15000

20000

25000

30000

35000

0

Ove

rtur

ning

mom

ent

(MN

.m)

WITHOUTinclusions

WITHinclusions

WITHSliding surface

BOUNDING SURFACE N = 860 MN - L = 25 m - S = 7 m

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CAPACITY DESIGN PHILOSOPHY

Plastic link (hinge) = Gravel bed

Overstrength = Reinforced soil

COMBINED EFFECT PROVIDES

Bounds for forces in the superstructure

Control of failure mode (horizontal sliding)

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• Facing a new design situationKeep things as simple as possible

• Four steps processConceptual design : New tools (Yield Design Theory)Amenable to parametric studies

Validation : Physical modeling (centrifuge)Final design : non linear finite element modelsDevelopment of a dynamic macro element (structural

analyses)

DESIGN STRATEGY

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INCLUSIONS SPACING

0

5000

10000

15000

20000

25000

30000

35000

0 100 200 300 400 500 600 700

M=V.h

Horizontal shear force (MN)

Ove

rtur

ning

mom

ent (

MN

.m)

7m x 7m

9m x 9m

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EXPERIMENTAL VALIDATION

• Centrifuge tests

Ultimate failure loads Monotonic tests

Push over test

Cyclic behavior Cyclic tests

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Diameter 90cm

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MONOTONIC FAILURE LOAD

0

20

40

60

80

100

120

0 50 100

Measured failure load (MN)

Com

pute

dfa

ilure

load

(MN

)

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FINITE ELEMENT ANALYSES

• SoilContinuum elementsElastoplastic constitutive law

• InclusionsBeam elementsLinear elastic

• Interface : Soil-Raft & Soil-InclusionsLimited shear capacity No tensile capacity (soil-raft)

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FINITE ELEMENT MODELFoundation

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0

5000

10000

15000

20000

25000

30000

35000

0 100 200 300 400 500 600

Horizontal shear force (MN)

Ove

rtur

ning

mom

ent (

MN

.m)

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FAILURE MECHANISM

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GRAVEL BED DESIGN

• RoleAct as a plastic link (hinge)

• RequirementsLarge permeability to control pore pressure build upTheoretical analysis (Pecker-Dormieux-Prevost, 2001)

Adequate friction angle to bound forces and limitdisplacementsField tests

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SEISMIC SOIL STRUCTURE INTERACTION

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FINITE ELEMENT MODEL

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FINITE ELEMENT MODEL

Macroelement

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SOIL STRUCTURE INTERACTION

-500

-250

0

250

500

0 10 20 30 40 50

Simplified model

Finite element model

Time (s)

Horiz

onta

l she

arfo

rce

(MN

)

Finite element modelMacroelement

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TECTONIC DISPLACEMENT

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PICTURES OF CONSTRUCTION

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Inclusions

Steel Pipe Driving & Gravel Bed Installation

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END OF AN EXCEPTIONAL TECHNICAL CHALLENGE

AND HUMAN ADVENTURE

AUGUST 8th, 2004

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CONCLUSIONS

Key factors to the success

• Correct assessment of foundation performance criterion

• Time allowed for design• Close collaboration and confidence between all

parties:Owner, Contractor, Design team, Checker

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HOW WILL THE BRIDGE BEHAVE DURING AN EARTHQUAKE ?

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M = 6.5de =36 kmH = 30 km

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M1 M2 M3 M4

Immediately due to the earthquake 0.021 [m] 0.016 [m] 0.011 [m] 0.000 [m]

Total (from footing landing up to immediately afterthe earthquake)

0.202 [m] 0.247 [m] 0.283 [m] 0.161 [m]

Total displacements are similar to theoretical ones

Earthquake induced displacements are less than 10% of total

FOOTINGS SETTLEMENTS

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"Often engineers are bound to solve problems although on those specific issues science is not achieved. Gentlemen, you must find practical solutions, even facing uncompleted science“

Louis PASTEUR


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