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1 
Consolidation of Clays 
N. Sivakugan 
Duration: 17 minutes
What is Consolidation? 
When a saturated clay is loaded externally, 
saturated clay 
GL 
the water is squeezed out of the clay over a long time 
(due to low permeability of the clay). 
SIVA Copyright©2001 2
What is Consolidation? 
This leads to settlements occurring over a long time, 
time settlement 
which could be several years. 
SIVA Copyright©2001 3
In granular soils… 
Granular soils are freely drained, and thus the 
settlement is instantaneous. 
time 
settlement 
SIVA Copyright©2001 4
During consolidation… 
Due to a surcharge q applied at the GL, 
the stresses and pore pressures are increased at A. 
GL 
q kPa 
A 
Ds 
Du 
Ds’ 
saturated clay 
..and, they vary 
with time. 
SIVA Copyright©2001 5
During consolidation… 
Ds remains the same (=q) during consolidation. 
while Ds’ increases, 
transferring the load from water to the soil. 
GL 
Du decreases (due to drainage) 
q kPa 
A 
Ds 
Du 
Ds’ 
saturated clay 
 Ds 
Du 
Ds’ 
q 
SIVA Copyright©2001 6
One Dimensional Consolidation 
~ drainage and deformations are vertical (none laterally) 
~ a simplification for solving consolidation problems 
q kPa 
saturated clay 
GL 
reasonable 
simplification if the 
surcharge is of 
large lateral extent 
water squeezed out 
SIVA Copyright©2001 7
DH -De Relation 
q kPa 
saturated clay 
GL 
saturated clay 
e = eo 
e = eo - De 
DH 
SIVA Copyright©2001 8 
GL 
q kPa 
Ho 
Time = 0+ 
DH 
Time = µ 
average vertical strain = 
o H
DH -De Relation 
Consider an element where Vs = 1 initially. 
De 
eo 
1 
Time = 0+ Time = ¥ 
average vertical strain = 
e 
+ 
o e 
D 
1 
SIVA Copyright©2001 9
DH -De Relation 
Equating the two expressions for average 
vertical strain, 
e 
+ 
o e 
D 
1 
H 
D = 
o H 
consolidation 
settlement 
initial thickness of 
clay layer 
change in void ratio 
initial void ratio 
SIVA Copyright©2001 10
Coefficient of volume compressibility 
~ denoted by mv 
~ is the volumetric strain in a clay element per 
unit increase in stress 
= change in volume 
original volume 
V 
D 
= V 
Ds 
mv 
i.e., 
no units 
kPa-1 or MPa-1 kPa or MPa 
SIVA Copyright©2001 11
Consolidation Test 
~ simulation of 1-D field consolidation in lab. 
field 
GL 
lab 
undisturbed soil 
specimen 
Dia = 50-75 mm 
Height = 20-30 mm 
porous stone 
metal ring 
(oedometer) 
SIVA Copyright©2001 12
Consolidation Test 
allowing full consolidation before next increment 
DH1 
loading in increments 
Dq1 
eo- De1 
e 
De = DH + 
1 (1 ) 
1 o 
o 
H 
Ho eo 
Dq2 
D = 2 e 
SIVA Copyright©2001 13
Consolidation Test 
unloading 
SIVA Copyright©2001 14
e – log sv’ plot 
loading 
sv’ increases & 
e decreases 
log sv’ 
void ratio 
- from the above data 
unloading 
sv’ decreases & 
e increases (swelling) 
SIVA Copyright©2001 15
Compression and recompression indices 
Cc ~ compression index 
log sv’ 
1 
C 
r 
void ratio 1 
Cc 
Cr ~ recompression index 
(or swelling index) 
1 
Cr 
SIVA Copyright©2001 16
Preconsolidation pressure 
SIVA Copyright©2001 
log sv’ 
void ratio 
sp’ 
preconsolidation 
pressure 
is the maximum 
vertical effective 
stress the soil 
element has 
ever been 
subjected to
Virgin Consolidation Line 
virgin consolidation line 
log sv’ 
eo 
void ratio 
original 
state 
s sp’ vo’ 
eo, svo’ 
SIVA Copyright©2001 18
Overconsolidation ratio (OCR) 
svo’ 
SIVA Copyright©2001 
log sv’ 
void ratio 
virgin consolidation line 
' 
s 
= 
OCR p 
s 
s sp’ vo’ 
eo 
original 
state 
Field 
' 
vo
Overconsolidation ratio (OCR) 
SIVA Copyright©2001 
log sv’ 
void ratio 
OCR=1 
OCR=2 
OCR=2 
OCR=13 
OCR=13 
~current state 
VCL 
Normally 
consolidated 
clay 
Slightly 
overconsolidated 
clay 
Heavily 
overconsolidated 
clay
More to come… 
SIVA Copyright©2001 21
Settlement computations 
q kPa 
Ds=q 
eo, svo’, Cc, 
Cr, sp’, mv 
-oedometer 
SIVA Copyright©2001 
test 
H 
Two different ways to estimate the 
consolidation settlement: 
(a) using mv 
settlement = mv Ds H 
(b) using e-log sv’ plot 
settlement e 
H 
e 
= D 
1 
o + 
next slide
Settlement computations 
~ computing De using e-log sv’ plot 
If the clay is normally consolidated, 
the entire loading path is along the VCL. 
SIVA Copyright©2001 
D = s +Ds 
log ' ' 
' 
vo 
vo 
c e C 
s 
initial 
svo’ 
eo 
svo’+ Ds 
De
Settlement computations 
~ computing De using e-log sv’ plot 
If the clay is overconsolidated, and remains so by 
the end of consolidation, 
initial 
SIVA Copyright©2001 
D = s +Ds 
log ' ' 
' 
vo 
vo 
r e C 
s 
svo’ 
eo 
svo’+ Ds 
De 
VC 
L 
note the use of Cr
Settlement computations 
~ computing De using e-log sv’ plot 
If an overconsolidated clay becomes normally 
consolidated by the end of consolidation, 
initial 
SIVA Copyright©2001 
s +D D = + 
s s 
log ' ' 
' 
' 
r e C C 
' 
log 
p 
vo 
c 
p 
vo 
s 
s 
svo’ 
eo 
VC 
L 
svo’+ Ds 
sp’ 
De
Preloading 
Preloading at West Kowloon Expressway, Hong Kong. 
(5-10 m embankments for 2-5 months) 
SIVA Copyright©2001 26
Preloading 
Piezometers measure pore pressures and thus 
indicate when the consolidation is over. 
SIVA Copyright©2001 27
Preloading 
Installation 
Cross section of PVD 
Prefabricated Vertical Drains to Accelerate Consolidation 
SIVA Copyright©2001 28
Prefabricated Vertical Drains 
Installation of PVDs 
SIVA Copyright©2001 29

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Consolidation sivakugan (Complete Soil Mech. Undestanding Pakage: ABHAY)

  • 1. 1 Consolidation of Clays N. Sivakugan Duration: 17 minutes
  • 2. What is Consolidation? When a saturated clay is loaded externally, saturated clay GL the water is squeezed out of the clay over a long time (due to low permeability of the clay). SIVA Copyright©2001 2
  • 3. What is Consolidation? This leads to settlements occurring over a long time, time settlement which could be several years. SIVA Copyright©2001 3
  • 4. In granular soils… Granular soils are freely drained, and thus the settlement is instantaneous. time settlement SIVA Copyright©2001 4
  • 5. During consolidation… Due to a surcharge q applied at the GL, the stresses and pore pressures are increased at A. GL q kPa A Ds Du Ds’ saturated clay ..and, they vary with time. SIVA Copyright©2001 5
  • 6. During consolidation… Ds remains the same (=q) during consolidation. while Ds’ increases, transferring the load from water to the soil. GL Du decreases (due to drainage) q kPa A Ds Du Ds’ saturated clay Ds Du Ds’ q SIVA Copyright©2001 6
  • 7. One Dimensional Consolidation ~ drainage and deformations are vertical (none laterally) ~ a simplification for solving consolidation problems q kPa saturated clay GL reasonable simplification if the surcharge is of large lateral extent water squeezed out SIVA Copyright©2001 7
  • 8. DH -De Relation q kPa saturated clay GL saturated clay e = eo e = eo - De DH SIVA Copyright©2001 8 GL q kPa Ho Time = 0+ DH Time = µ average vertical strain = o H
  • 9. DH -De Relation Consider an element where Vs = 1 initially. De eo 1 Time = 0+ Time = ¥ average vertical strain = e + o e D 1 SIVA Copyright©2001 9
  • 10. DH -De Relation Equating the two expressions for average vertical strain, e + o e D 1 H D = o H consolidation settlement initial thickness of clay layer change in void ratio initial void ratio SIVA Copyright©2001 10
  • 11. Coefficient of volume compressibility ~ denoted by mv ~ is the volumetric strain in a clay element per unit increase in stress = change in volume original volume V D = V Ds mv i.e., no units kPa-1 or MPa-1 kPa or MPa SIVA Copyright©2001 11
  • 12. Consolidation Test ~ simulation of 1-D field consolidation in lab. field GL lab undisturbed soil specimen Dia = 50-75 mm Height = 20-30 mm porous stone metal ring (oedometer) SIVA Copyright©2001 12
  • 13. Consolidation Test allowing full consolidation before next increment DH1 loading in increments Dq1 eo- De1 e De = DH + 1 (1 ) 1 o o H Ho eo Dq2 D = 2 e SIVA Copyright©2001 13
  • 14. Consolidation Test unloading SIVA Copyright©2001 14
  • 15. e – log sv’ plot loading sv’ increases & e decreases log sv’ void ratio - from the above data unloading sv’ decreases & e increases (swelling) SIVA Copyright©2001 15
  • 16. Compression and recompression indices Cc ~ compression index log sv’ 1 C r void ratio 1 Cc Cr ~ recompression index (or swelling index) 1 Cr SIVA Copyright©2001 16
  • 17. Preconsolidation pressure SIVA Copyright©2001 log sv’ void ratio sp’ preconsolidation pressure is the maximum vertical effective stress the soil element has ever been subjected to
  • 18. Virgin Consolidation Line virgin consolidation line log sv’ eo void ratio original state s sp’ vo’ eo, svo’ SIVA Copyright©2001 18
  • 19. Overconsolidation ratio (OCR) svo’ SIVA Copyright©2001 log sv’ void ratio virgin consolidation line ' s = OCR p s s sp’ vo’ eo original state Field ' vo
  • 20. Overconsolidation ratio (OCR) SIVA Copyright©2001 log sv’ void ratio OCR=1 OCR=2 OCR=2 OCR=13 OCR=13 ~current state VCL Normally consolidated clay Slightly overconsolidated clay Heavily overconsolidated clay
  • 21. More to come… SIVA Copyright©2001 21
  • 22. Settlement computations q kPa Ds=q eo, svo’, Cc, Cr, sp’, mv -oedometer SIVA Copyright©2001 test H Two different ways to estimate the consolidation settlement: (a) using mv settlement = mv Ds H (b) using e-log sv’ plot settlement e H e = D 1 o + next slide
  • 23. Settlement computations ~ computing De using e-log sv’ plot If the clay is normally consolidated, the entire loading path is along the VCL. SIVA Copyright©2001 D = s +Ds log ' ' ' vo vo c e C s initial svo’ eo svo’+ Ds De
  • 24. Settlement computations ~ computing De using e-log sv’ plot If the clay is overconsolidated, and remains so by the end of consolidation, initial SIVA Copyright©2001 D = s +Ds log ' ' ' vo vo r e C s svo’ eo svo’+ Ds De VC L note the use of Cr
  • 25. Settlement computations ~ computing De using e-log sv’ plot If an overconsolidated clay becomes normally consolidated by the end of consolidation, initial SIVA Copyright©2001 s +D D = + s s log ' ' ' ' r e C C ' log p vo c p vo s s svo’ eo VC L svo’+ Ds sp’ De
  • 26. Preloading Preloading at West Kowloon Expressway, Hong Kong. (5-10 m embankments for 2-5 months) SIVA Copyright©2001 26
  • 27. Preloading Piezometers measure pore pressures and thus indicate when the consolidation is over. SIVA Copyright©2001 27
  • 28. Preloading Installation Cross section of PVD Prefabricated Vertical Drains to Accelerate Consolidation SIVA Copyright©2001 28
  • 29. Prefabricated Vertical Drains Installation of PVDs SIVA Copyright©2001 29
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