development of geotechnical codes - intro.pdf · 2017-11-17 · 03/11/2017 3 codes v standards in...
TRANSCRIPT
03/11/2017
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SAICE Geotechnical Division
Development of Geotechnical Codes
Peter Day02 November 2017
Geo
tech
nica
l Des
ign
Cod
es
GEOTECHNICAL DIV IS IONSouth African Institution of Civil Engineering
Why are we here – what is our objective?
Three new design codes required:• geotechnical design• piling• lateral support
Objective: To decide collectively the form these codes should take
Geo
tech
nica
l Des
ign
Cod
es
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Outline:• Codes v Standards• How standards are written ?• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsG
eote
chni
cal D
esig
n C
odes
Outline:• Codes v Standards• How standards are written• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsGeo
tech
nica
l Des
ign
Cod
es
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Codes v Standards
In the context of design standards:
Standards = Codes of Practice
For example:
• The Eurocodes are European standards
• SANS 10160 (Loading code) is a South African standard
• SAA Loading Code is an Australian standard
Cod
es v
Sta
ndar
ds
code of practice (n) (plural codes of practice).
a set of guidelines and regulations followed by members of a profession, trade, occupation, organization etc.
(source: wiktionary)
Based on best current practice in the industry – not the state of the art.
Cod
es v
Sta
ndar
ds
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Outline:• Codes v Standards• How standards are written ?• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsG
eote
chni
cal D
esig
n C
odes
Writ
ing
of S
tand
ards
National Standards (e.g. SABS) Industry Standards (e.g. SAICE)
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National Standards
• SABS standards have automatic credibility
• Written by volunteers with no remuneration or recognition
• Responsibility for content rests with Technical Committees
• SABS does administration and distribution only
• Initiated by a “New Work Item Proposal”
• Code written by working group from the profession and academia
• Formal approval process (Committee Draft, DSS, Public Comment)
• Consensus documents Consensus = absence of sustained opposition (SANS 1)W
ritin
g of
Sta
ndar
ds
Technical Committeee.g. TC98 – Structural and
Geotechnical Design Standards
Subcommitteee.g. TC98 SC03 -
Geotechnical Design Standards
Working Groupse.g. WG 01: Geotechnical
Design
Writ
ing
of S
tand
ards Subcommittee
e.g. TC98 SC01 – Basis of Structural Design and
Actions
Chair: Peter Day
Chair: SABS
Chair: Alan Parrock
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Outline:• Codes v Standards• How standards are written• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsG
eote
chni
cal D
esig
n C
odes
Stat
us o
f Cod
es a
nd S
tand
ards
Standards are not mandatory unless:
• Referred to in applicable legislation
• Required to fulfil Local Authority or NHBRC requirements
• Specified by contract
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Pro
fess
iona
l Obl
igat
ions
Error ?
Negligence ?
Stat
us o
f Cod
es a
nd S
tand
ards
Pro
fess
iona
l neg
ligen
ce
Norms of the profession
• Norms in the profession established by• Standard forms of agreement (if no formal
contract)• Scope of services and schedules of tariffs• Professional codes of conduct• Codes and standards• Expert testimony
Increasing relevance
Stat
us o
f Cod
es a
nd S
tand
ards
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Outline:• Codes v Standards• How standards are written• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsG
eote
chni
cal D
esig
n C
odes
Har
mon
isat
ion
Courtesy: Bernt Schuppener
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Structural engineer:
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,,1,1,1
,, """"i
ikiiQkQj
jkjG QQG
Geotechnical engineer:
F ?? please !!
Har
mon
isat
ion
Bernd Schuppener on the evolution of standards
Har
mon
isat
ion
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Outline:• Codes v Standards• How standards are written• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsG
eote
chni
cal D
esig
n C
odes
Existing Geotechnical Design Codes
• SANS 0161:1980 Design of foundations for buildings
• SANS 088:1972 Piled foundations
• SANS 10160-5:2011 Basis for geotechnical design and actions
• SANS 207:2011 Design, construction of reinforced soils and fills
• SAICE 1989 Lateral support in surface excavations
• EN1997-1:2004 Geotechnical design – general rulesExis
ting
Des
ign
Cod
es
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Exis
ting
Des
ign
Cod
es
SANS 10160-5
Exis
ting
Des
ign
Cod
es
SANS 10160-5• Limit states design code
• Basis of design and actions only
• Based on SANS 10160-1 (basis of structural design)
• Fully compatible with Eurocodes
• Can be used in conjunction with EN1997-1
• Does not cover:• Slopes and embankments• Retaining walls and lateral support• Piles
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Exis
ting
Des
ign
Cod
es
Eurocode 7 - EN1997-1:2004• Based on EN1990 and ISO 2394
• Covers:• Fill, dewatering ground improvement and
reinforcement• Spread footings• Piled foundations• Anchorages• Retaining structures• Hydraulic failure• Overall stability• Embankments
• Based on EN1990 and ISO 2394
• Covers:• Fill, dewatering ground improvement and
reinforcement• Spread footings• Piled foundations• Anchorages• Retaining structures• Hydraulic failure• Overall stability• EmbankmentsEx
istin
g D
esig
n C
odes
Eurocode 7 - EN1997-1:2004
SANS 207 / BS 8006
SAICE 1989 – WSD only
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Outline:• Codes v Standards• How standards are written• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsG
eote
chni
cal D
esig
n C
odes
International Codes
Europe Eurocodes Limit states design
North America ASCE, AASHTO … Load and resistance factor design
Japan Local Performance based design
Australia AS Limit states design
International ISO 2394 General principles of reliability
Inte
rnat
iona
l Cod
es
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Outline:• Codes v Standards• How standards are written• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsG
eote
chni
cal D
esig
n C
odes
Working stress design (global FoS)• Familiar and simple to use
• Fundamentally flawed
• FoS poor measure of reliability
• Focuses mainly on resistance
Limit states design• Current international norm
• Artificial distinction between ULS and SLS
• Perceived complexity, multiple design approaches
• Partial factors somewhat arbitrary
• Subjective selection of characteristic values
Mobilised strength design• Design based on acceptable strains not limiting
stresses
• Still under development
• Undrained soils only
Reliability-based design• Accounts directly for uncertainty at source
• Can be used to complement to LSD
• Computes and pf directly
• Difficult for “non closed-form” problems e.g. slopes
• Requires statistical characterisation of parametersOpt
ions
for S
A C
odes
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Mobilised strength design• Design based on acceptable strains not limiting
stresses
• Still under development
• Undrained soils only
Opt
ions
for S
A C
odes
Appropriate strain design• Parrock and O’Brien
• Design based on acceptable strains not limiting stresses
• Applies to c’ ’ soils
• Still being developed – not current practice
Do not miss the next lecture!
Working Load Design
Re sis tanceFOS
Load
“Devils”“Angels”
or
Opt
ions
for S
A C
odes
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Working Load Design
• Self weight – Angel or Devil?
WLD v LSD
Resisting
Activating
Opt
ions
for S
A C
odes
Limit States Design
• ULS Verification:
• Provision for safety is in selection of design values either statistically or by partial factors
dd RE Design action effect Design resistance
Opt
ions
for S
A C
odes
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If H = W R1 = W R2 = 0
No anchor required at R2 for any FOS !
L/2
L
HW
Opt
ions
for S
A C
odes
L/2
L
1.35 H0.9 W
If H = W R2 = -0,35W (uplift)
Anchor is required at R2 !Opt
ions
for S
A C
odes
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Ferrybridge cooling towers,1st November 1965
Opt
ions
for S
A C
odes
Overview of Design Methods
Deterministic Methods Probabilistic Methods
Opt
ions
for S
A C
odes
SANS 10160
What the code-writer doesTraditional design methods• Slope stability• Bearing capacity• Earth pressure• etc.
JV Retief, based on EN1990
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Overview of Design Methods
Deterministic Methods Probabilistic Methods
Opt
ions
for S
A C
odes
JV Retief – based on EN1990
SANS 10160-5
What the code-writer doesWhat the designer does
Overview of Design Methods
Deterministic Methods Probabilistic Methods
Opt
ions
for S
A C
odes Becoming more achievable
on a practical level
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Opt
ions
for S
A C
odes
0,6m
L = B = ?
W = Wind load
G = dead load of superstructure plus conveyor
7,0m
V-0.8m
Parameter Distribution Para1 Para2
G Dead Load Normal V 1000 50
Q Live Load Lognormal W 0.001 0.001
W Wind Load ExtValue1 Z 200 70
Phi Lognormal Z 34.5 3.5
Cohesion Lognormal Z 3.8 1.5
Added ex Normal Z 0.001 0.061
4 xi* n i g(x)
988.1776 1 0 0 0 0 0 -0.236 8E-09 2.8276
0.000707 0 1 0 0 0 0 -4E-06
492.005 0 0 1 0 0 0 2.7868 Probability of Failure
33.00576 0 0 0 1 -0.25 0 -0.387 0.00234
3.529646 0 0 0 -0.25 1 0 -0.004
0.007999 0 0 0 0 0 1 0.1147
Correlation matrix [R]
Opt
ions
for S
A C
odes
Variables
Input parameters
Low & Tang, 2007
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Parameter Distribution Para1 Para2
G Dead Load Normal V 1000 50
Q Live Load Lognormal W 0.001 0.001
W Wind Load ExtValue1 Z 200 70
Phi Lognormal Z 34.5 3.5
Cohesion Lognormal Z 3.8 1.5
Added ex Normal Z 0.001 0.061
4 xi* n i g(x)
988.1776 1 0 0 0 0 0 -0.236 8E-09 2.8276
0.000707 0 1 0 0 0 0 -4E-06
492.005 0 0 1 0 0 0 2.7868 Probability of Failure
33.00576 0 0 0 1 -0.25 0 -0.387 0.00234
3.529646 0 0 0 -0.25 1 0 -0.004
0.007999 0 0 0 0 0 1 0.1147
Correlation matrix [R]
Opt
ions
for S
A C
odes
Your favouritebearing capacity spreadsheet
fq qInput
1min T
x Fn R n
Outline:• Codes v Standards• How standards are written• Status of codes and standards• Cross-discipline and international harmonisation• Existing South African design codes• International practice• Options for SA geotechnical design standards• Comparison of design methodsGeo
tech
nica
l Des
ign
Cod
es
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Method of Evaluation
• 7 simple structures
• One soil type
(Orr, 2005)
(sand, ’k = 32o, k = 20kN/m3)
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Method of Evaluation
• 7 simple structures
• One soil type
• Find Eurocode-compliant solution
(Orr, 2005)
(sand, ’k = 32o, k = 20kN/m3)
(DA1-C2)
Com
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Method of Evaluation
• 7 simple structures
• One soil type
• Find Eurocode-compliant solution
• Determine and pf
• Calculate FoS
• Repeat for range of parameters values & CoVs
(Orr, 2005)
(sand, ’k = 32o, k = 20kN/m3)
(DA1-C2)
(FORM and Monte Carlo)
(using mean & characteristic values)
Com
paris
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f Met
hods
Footings Single pile Retaining walls
A
B
C
DE
F
G
B = ?
L = B = ?
L = B = ?
Strip
Pad
Pad
L = ?B = ?
Z = ?
Z = ?
Com
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Soil Type:
Non-cohesive sand:
’k = 32o, log-normal, CoV=10%
k = 20kN/m3, normal, CoV=5%
, = 0.2
Loading:
• Gk fixed value, = mean
• Qk log-normal CoV = 25%
• Wk Gumbel CoV = 50%
Com
paris
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1 or 1
kk k v
k v
xx x c x
c
Retief & Dunaiski (2010)Phoon & Kulhawy (1999)
Schneider (1997)
Com
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Example FORM M/C Mean Char
A. Strip vertical load 3.49 3.45 5.18 2.50
B. Square vertical load 3.51 3.46 4.86 2.40
C. Square inclined load 3.69 3.58 6.58 2.60
D. Pile 3.36 3.35 2.76 1.73
E. Gravity wall 3.33 3.3 6.88 3.12
F. Cantilever wall 3.40 3.39 2.34 1.63
G. Anchored wall 3.24 3.23 1.43 1.25
Reliability Index
Findings:Global Factor of Safety
Good agreement between FORM and Monte CarloDe Koker & Day (2017)C
ompa
rison
of M
etho
ds
Example FORM M/C Mean Char
A. Strip vertical load 3.49 3.45 5.18 2.50
B. Square vertical load 3.51 3.46 4.86 2.40
C. Square inclined load 3.69 3.58 6.58 2.60
D. Pile 3.36 3.35 2.76 1.73
E. Gravity wall 3.33 3.3 6.88 3.12
F. Cantilever wall 3.40 3.39 2.34 1.63
G. Anchored wall 3.24 3.23 1.43 1.25
Reliability Index
Findings:Global Factor of Safety
Remarkable consistency across all examplesDe Koker & Day (2017)C
ompa
rison
of M
etho
ds
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Example FORM M/C Mean Char
A. Strip vertical load 3.49 3.45 5.18 2.50
B. Square vertical load 3.51 3.46 4.86 2.40
C. Square inclined load 3.69 3.58 6.58 2.60
D. Pile 3.36 3.35 2.76 1.73
E. Gravity wall 3.33 3.3 6.88 3.12
F. Cantilever wall 3.40 3.39 2.34 1.63
G. Anchored wall 3.24 3.23 1.43 1.25
Reliability Index
Findings:Global Factor of Safety
Close to target of = 3.2 - 3.8De Koker & Day (2017)C
ompa
rison
of M
etho
ds
Example FORM M/C Mean Char
A. Strip vertical load 3.49 3.45 5.18 2.50
B. Square vertical load 3.51 3.46 4.86 2.40
C. Square inclined load 3.69 3.58 6.58 2.60
D. Pile 3.36 3.35 2.76 1.73
E. Gravity wall 3.33 3.3 6.88 3.12
F. Cantilever wall 3.40 3.39 2.34 1.63
G. Anchored wall 3.24 3.23 1.43 1.25
Reliability Index
Findings:Global Factor of Safety
Wide variation in FoSCom
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De Koker & Day (2017)
Rel
iabi
lity
Inde
x
4.5
4
3.5
3
2.525 30 35 40
Mean friction angle ’ (deg)
FootingsABC
PileD E
FG
Retaining
CoV ' = 0.1
3.2
–3.
8
approx. in target range(except for pile example)
12
8
10
4
6
25 30 35 40Mean friction angle ’ (deg)
Glo
bal F
oS (M
ean
valu
es)
0
2
FootingsABC
PileD E
FG
Retaining
Wide variation in FoS
1.4
-10
Com
paris
on o
f Met
hods
Acceptable range 2.5 – 3.0
De Koker & Day (2017)
Rel
iabi
lity
Inde
x
4.5
4
3.5
3
2.525 30 35 40
Mean friction angle ’ (deg)
12
8
10
4
6
25 30 35 40Mean friction angle ’ (deg)
Glo
bal F
oS (M
ean
valu
es)
0
2
CoV ' = 0.1
Example C
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De Koker & Day (2017)
Rel
iabi
lity
Inde
x
4.5
4
3.5
3
2.525 30 35 40
Mean friction angle ’ (deg)
CoV ' = 0.1
Example C
25o 40o
Smaller footingDecreased Vk
Constant Hk , Mk
Increased eccentricity
e = Mk/Vk
= atan (Hk/Vk)Fixed values for LSD
Com
paris
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hods
CoV CoV
Target valuefor South Africa
OK Caution
Com
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Simpson (2007), Vogt & Schuppener (2006)B?
3.0 mGV,k = 400kN
QH,k (variable)Soil Properties:(Characteristic values)
3
' 32.5' 0 kPa
19 kN/m
ok
k
k
c
1.0 m
Comparison of Design Approaches
Com
paris
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k kH V
Wid
th B
(m)
Comparison of Design Approaches
De Koker & Day (2017b)Simpson (2007)Com
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log
p f
Rel
iabi
lity
Inde
x
k kH V
Target valuefor South Africa
De Koker & Day (2017b)
Findings
• Limit state design yields consistent reliability over wide ranges
• Study has vindicated the selection of DA1-C2 in SANS 10160-5
• RBD can be readily implemented for closed-form problems
• Options available for non-closed form solutions
• FORM analysis will suffice in most cases
• More work required on piles – review resistance factors
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Where to from here ?
Phot
o: R
icha
rd P
uchn
er
Where to from here ?
• Listen to the presentations
• We then need to decide:• National SABS v. Industry Standards (in each case)• Methods of design to be used• Adoption of the Eurocodes v. writing new SA standards• Are execution standards required e.g. piling, lateral support ?
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Thank you