influence of testing on permeability of compacted fine...

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Proceedings of the Institution of Civil Engineers Geotechnical Engineering 168 October 2015 Issue GE5 Pages 422–438 http://dx.doi.org/10.1680/geng.14.00147 Paper 1400147 Received 24/09/2014 Accepted 10/02/2015 Keywords: geotechnical engineering/sustainability/waste management & disposal ICE Publishing: All rights reserved Geotechnical Engineering Volume 168 Issue GE5 Influence of testing on permeability of compacted fine soils Sivakumar, Anderson, Solan, Rankin and Mackinnon Influence of testing on permeability of compacted fine soils j 1 Vinayagamoorthy Sivakumar BSc, MSc, DIC, PhD, PGCHET, DSc, CEng, FICE Reader, Geotechnical Engineering, School of Planning Architecture and Civil Engineering, Queen’s University Belfast, Northern Ireland, UK j 2 Chris Anderson MEng, PhD Project Engineer, Byrne Looby Partners – Consulting Engineers, Belfast, Northern Ireland, UK j 3 Brian Solan BEng, PhD Foundation Engineering, School of Built Environment, Ulster University, Londonderry, Northern Ireland, UK j 4 Barry Rankin BSc, PhD, CEng, MICE Construction Division Manager and Honorary Senior Lecturer, School of Planning Architecture and Civil Engineering, Queen’s University Belfast, Northern Ireland, UK j 5 Pauline Mackinnon BEng, PhD, CEng, MICE Senior Lecturer, School of Planning Architecture and Civil Engineering, Queen’s University Belfast, Northern Ireland, UK j 1 j 2 j 3 j 4 j 5 The British standard constant-head triaxial test for measuring the permeability of fine-grained soils takes a relatively long time. A quicker test could provide savings to the construction industry, particularly for checking the quality of landfill clay liners. An accelerated permeability test has been developed, but the method often underestimates the permeability values compared owing to structural changes in the soil sample. This paper reports on an investigation into the accelerated test to discover if the changes can be limited by using a revised procedure. The accelerated test is assessed and compared with the standard test and a ramp-accelerated permeability test. Four different fine- grained materials are compacted at various water contents to produced analogous samples for testing using the three different methods. Fabric analysis is carried out on specimens derived from post-test samples using mercury intrusion porosimetry and scanning electron microscopy to assess the effects of testing on soil structure. The results show that accelerated testing in general underestimates permeability compared with values derived from the standard test, owing to changes in soil structure caused by testing. The ramp-accelerated test is shown to provide an improvement in terms of these structural changes. Notation A cross-sectional area B pore pressure coefficient i hydraulic gradient k permeability Q flow rate ˜u excess pore water pressure ˜ó 3 cell pressure increment 1. Introduction The liner system within a typical modern landfill is constructed from a number of components: a composite system of a geomembrane, which has considerably lower permeability than clay-based liner materials, and a low-permeability compacted fine-grained soil. Although geomembranes are considered to be relatively less permeable to landfill leachate, their long-term reliability is uncertain and, in the event of failure of the geomembranes, the onus is placed on the underlying compacted clay-based layer to prevent the escape of leachate to the surrounding environment (Binns et al., 2008; Murray et al., 1996; Reeves et al., 2006). The effectiveness of the clay liner is dependent upon two variables: the thickness and the permeability. The specified values for these variables are dependent upon the category of landfill being constructed, which in turn is dictated by the level of hazard presented by the waste and the consequent risk posed to surrounding receptors. Typical limiting permeability values are: k , 1 . 0 3 10 9 m/s with liner thickness more than 5 m for hazardous waste; k , 1 . 0 3 10 9 m/s with liner thickness more than 1 m for non-hazardous waste; k , 1 . 0 3 10 7 m/s with liner thickness more than 1 m for inert waste (HMG, 2003). The permeability of a soil is a measure of its ability to diffuse 422

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Page 1: Influence of testing on permeability of compacted fine soilsuir.ulster.ac.uk/32341/1/geng168-0422.pdf · the permeability test methods on the soil structure. In addition, further

Proceedings of the Institution of Civil Engineers

Geotechnical Engineering 168 October 2015 Issue GE5

Pages 422–438 http://dx.doi.org/10.1680/geng.14.00147

Paper 1400147

Received 24/09/2014 Accepted 10/02/2015

Keywords: geotechnical engineering/sustainability/waste management &

disposal

ICE Publishing: All rights reserved

Geotechnical EngineeringVolume 168 Issue GE5

Influence of testing on permeability ofcompacted fine soilsSivakumar, Anderson, Solan, Rankin andMackinnon

Influence of testing onpermeability of compactedfine soilsj1 Vinayagamoorthy Sivakumar BSc, MSc, DIC, PhD,

PGCHET, DSc, CEng, FICEReader, Geotechnical Engineering, School of Planning Architecture andCivil Engineering, Queen’s University Belfast, Northern Ireland, UK

j2 Chris Anderson MEng, PhDProject Engineer, Byrne Looby Partners – Consulting Engineers,Belfast, Northern Ireland, UK

j3 Brian Solan BEng, PhDFoundation Engineering, School of Built Environment, UlsterUniversity, Londonderry, Northern Ireland, UK

j4 Barry Rankin BSc, PhD, CEng, MICEConstruction Division Manager and Honorary Senior Lecturer, Schoolof Planning Architecture and Civil Engineering, Queen’s UniversityBelfast, Northern Ireland, UK

j5 Pauline Mackinnon BEng, PhD, CEng, MICESenior Lecturer, School of Planning Architecture and CivilEngineering, Queen’s University Belfast, Northern Ireland, UK

j1 j2 j3 j4 j5

The British standard constant-head triaxial test for measuring the permeability of fine-grained soils takes a relatively

long time. A quicker test could provide savings to the construction industry, particularly for checking the quality of

landfill clay liners. An accelerated permeability test has been developed, but the method often underestimates the

permeability values compared owing to structural changes in the soil sample. This paper reports on an investigation

into the accelerated test to discover if the changes can be limited by using a revised procedure. The accelerated test

is assessed and compared with the standard test and a ramp-accelerated permeability test. Four different fine-

grained materials are compacted at various water contents to produced analogous samples for testing using the

three different methods. Fabric analysis is carried out on specimens derived from post-test samples using mercury

intrusion porosimetry and scanning electron microscopy to assess the effects of testing on soil structure. The results

show that accelerated testing in general underestimates permeability compared with values derived from the

standard test, owing to changes in soil structure caused by testing. The ramp-accelerated test is shown to provide an

improvement in terms of these structural changes.

NotationA cross-sectional area

B pore pressure coefficient

i hydraulic gradient

k permeability

Q flow rate

˜u excess pore water pressure

˜�3 cell pressure increment

1. IntroductionThe liner system within a typical modern landfill is constructed

from a number of components: a composite system of a

geomembrane, which has considerably lower permeability than

clay-based liner materials, and a low-permeability compacted

fine-grained soil. Although geomembranes are considered to be

relatively less permeable to landfill leachate, their long-term

reliability is uncertain and, in the event of failure of the

geomembranes, the onus is placed on the underlying compacted

clay-based layer to prevent the escape of leachate to the

surrounding environment (Binns et al., 2008; Murray et al., 1996;

Reeves et al., 2006). The effectiveness of the clay liner is

dependent upon two variables: the thickness and the permeability.

The specified values for these variables are dependent upon the

category of landfill being constructed, which in turn is dictated by

the level of hazard presented by the waste and the consequent

risk posed to surrounding receptors. Typical limiting permeability

values are: k , 1.0 3 10�9 m/s with liner thickness more than

5 m for hazardous waste; k , 1.0 3 10�9 m/s with liner thickness

more than 1 m for non-hazardous waste; k , 1.0 3 10�7 m/s with

liner thickness more than 1 m for inert waste (HMG, 2003).

The permeability of a soil is a measure of its ability to diffuse

422

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water under a pressure gradient. It should be noted that any

dissolved contaminates can also diffuse through the soil under

zero pressure gradients. It is not feasible to measure directly the

permeability of a clay liner over the whole of a landfill site

(Tavenas et al. (1983a, 1983b). Instead, as part of construction

quality assurance (CQA), tests are generally carried out on

undisturbed samples recovered from the site or representative

samples produced in the laboratory to ensure that liner materials

have a sufficiently low permeability. Within the UK, regulations

specify that permeability should be measured in accordance with

BS 1377: part 6:1990 (BSI, 1990), method 6; the British Standard

constant-head triaxial permeability test (commonly referred to as

‘the BS test’ throughout this paper).

The BS test is a relatively time-consuming procedure and it is

common for a waiting period of approximately 2 months from the

time of sampling to reporting of the results. This waiting period

has many disadvantages, including delays in on-going construc-

tion sequences, uncertainties in acceptance of the constructed

barrier system and high costs for carrying out the long-duration

BS tests. In most cases this delay forces the site engineers to rely

upon indirect comparison testing to justify the continuation of

earthworks while waiting for the results of laboratory investiga-

tions. Where the permeability results reported from the laboratory

do not achieve the desired value then large costs may be incurred

from the remediation and removal of overlying waste materials to

allow enhancement or replacement of the liner system. To

alleviate the outlined disadvantages associated with the long-

duration BS test, the accelerated permeability (AP) test was

developed, but it was found that the permeability values obtained

using this method were up to ten times lower than that obtained

using the BS procedure. The underestimation of permeability

values using the AP testing procedure was attributed to structural

changes of the soil specimen during testing. As part of the

current investigation an attempt is made to revise the AP method

(referred to as RAP in the rest of the paper) to reduce the

destruction of structure during the testing procedure.

The permeability measurements using the BS test involve three

stages: (a) saturation, whereby the samples are saturated under

low effective stress; (b) consolidation to a required effective

confining pressure; and (c) permeability measurements by apply-

ing a hydraulic gradient across the sample length. The AP test

does not involve the initial saturation and consolidation stages. In

this procedure, the target cell pressure, back pore water pressure

at the base of the sample and that at the top of the sample are

applied instantaneously. In the RAP test (revised form of AP test)

the above-mentioned pressures are ramped at a slow rate.

2. Experimental programmeIn order to study the validity of the AP test (Environment

Agency, 2003) and the RAP test as acceptable revised methods, a

large number of permeability tests were carried out together with

BS tests to measure the comparative permeability values deter-

mined for analogous compacted samples. In order to investigate

the influence of soil type on the validity of the AP and RAP

methodologies, the samples were prepared from a total of four

different soil materials: Belfast Upper Boulder Clay (BUBC);

London Clay (LC); Ampthill Clay (AMC); and Glacial Till (GT).

Belfast Upper Boulder Clay underlies large areas of Belfast, and

owing to the poor-quality estuarine clays (locally termed ‘Belfast

Sleech’) which overlay this deposit, it is an important load-

bearing stratum for the many pile foundations in Belfast (Doran

et al., 2000). LC is a marine formation of early Eocene age, laid

down approximately 52–55 million years ago (Gasparre et al.,

2007). It is a firm to stiff, grey-brown, overconsolidated, silty

clay. AMC is a marine formation of Jurassic age, laid down

approximately 155 million years ago. It is an overconsolidated,

pale to medium grey mudstone with argillaceous limestone

nodules and is typically fissured. GT is a glacial formation and

was deposited during a major ice advance about 20 000 years ago

(McCabe, 1973). This material was collected from Dunlee, Co.

Louth (in the Republic of Ireland, close to the border with

Northern Ireland). The material selected for this investigation was

described as yellow brownish-grey in colour, with a small coarse

fraction consisting of grey siltstones and sandstones. The relevant

clay minerals in BUBC, LC and AMC are listed in Table 1.

Observations of the structure (fabric) were made on specimens

selected from post-test samples. These were made using a

scanning electron microscope (SEM) to examine the effects of

the permeability test methods on the soil structure. In addition,

further analysis was carried out using mercury intrusion porosi-

metry (MIP) tests (Ahmed et al. (1974) and D4404-84 (ASTM,

2004)) on a select number of specimens in an attempt to quantify

any changes in pore size distribution as a result of the three

permeability test methods adopted in the research. Details of the

test programme presented in this paper are listed in Table 2.

2.1 Compaction characteristics

Approximately 50 kg of material (wet mass) was obtained for

each of the soil types to be investigated. The materials were first

broken down to a maximum clod size of approximately 50 mm

and then oven dried at a temperature of 958C for a minimum

duration of 72 h. Each material was then further crushed by hand

using a tamping hammer to fragments , 5 mm by sieving, with

any remaining gravel . 5 mm discarded. All of the BUBC, LC

and AMC materials were crushed to fragments , 5 mm; only a

small proportion of the GT material was discarded as grav-

el . 5 mm. After crushing, each material was mixed thoroughly

and stored in containers. The particle size distributions are shown

in Figure 1 and index properties are listed in Table 1.

Proctor compaction was selected for the compaction of samples

in this investigation as it produces degrees of compaction typical

of those found in clay liners (Daniel and Benson, 1990). Samples

were compacted in a standard Proctor mould. The dry density/

moisture content relationships for BUBC, LC, AMC and GT are

shown in Figure 2. The compacted samples were extruded from

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Influence of testing on permeability ofcompacted fine soilsSivakumar, Anderson, Solan, Rankin andMackinnon

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Soil type Clay minerals Particle

density:

Mg/m3

Liquid

limit: %

Plastic

limit: %

Plasticity

index: %

Plasticity

classification

Particle size distribution: %

Gravel Sand Silt Clay

BUBC Quartz (22.0%) 2.66 58 18 40 CI-H 1 3 34 62

Dolomite (12.7%)

Muscovite (28.3%)

Chlorite (8.7%)

Calcite (4.1%)

Kaolinite (12.1%)

Montmorillonite (2%)

LC Feldspar (2%) 2.65 61 22 39 CH 0 14 36 50

Illite (22.5%)

Kaolinite (7.1%)

Montmorillonite (2.3%)

Chlorite 5.4%)

Quartz (49.7%)

Smectite (3.1%)

AMC Quartz (40.5%) 2.60 79 33 46 CV 0 1 31 68

Pyrite (2.5%)

Muscovite (31.5%)

Chlorite (5.5%)

Calcite (3.5%)

Feldspar (1.5%)

Kaolinite (15.1%)

GT Not available 2.71 32 17 15 CL 10 30 30 30

Table 1. Summary of material properties

Soil type Permeability

test method

Soil moulding water content at compaction

Dry of optimum Optimum Wet of optimum

BUBC BSp

APp

RAPp

LC None SEM + MIP SEM + MIP SEM + MIP

BSp

+ SEM + MIPp

+ SEM + MIPp

+ SEM + MIP

APp

+ SEM + MIPp

+ SEM + MIPp

+ SEM + MIP

RAPp

+ SEM + MIPp

+ SEM + MIPp

+ SEM + MIP

GT None SEM + MIP SEM

BSp

+ SEM + MIPp

+ SEM

APp

+ SEM + MIPp

+ SEM

RAPp

+ SEM + MIPp

+ SEM

AMC None SEM + MIP SEM

BSp

+ SEM + MIPp

+ SEM

APp

+ SEM + MIPp

+ SEM

RAPp

+ SEMp

+ SEM

Note:p

Indicates permeability test carried out; SEM: post-test fabric analysis by scanningelectron microscope; MIP: post-test fabric analysis by mercury intrusion porosimetry.

Table 2. Programme for AP, RAP and BS permeability test

investigation

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Influence of testing on permeability ofcompacted fine soilsSivakumar, Anderson, Solan, Rankin andMackinnon

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the mould and trimmed to a height of 100 mm. The diameter of

the compacted samples was measured in order to calculate the

initial dry density of the sample after extrusion. The 10% air void

line for GT appears to be quite on the dry side of the optimum

water content, although this may be due to high granular contents

in the material (Table 1).

2.2 Equipment

Two permeability testing systems were developed in order to

speed the generation of data. Figure 3 illustrates the equipment

used in the present research. The cell pressure and the back pore

water pressure at the bottom and at the top were applied using

automated pressure controllers (APCs) supplied by V J Tech Ltd.

The cell was made of aluminium. In the investigation, the volume

change of the sample during the course of the testing was also

measured. The samples were assembled underwater using the

procedure described by Sivakumar et al. (2010). The cell was

initially calibrated for apparent volume change due to the

application of cell pressure. This volume change was largely due

to the expansion of the aluminium cell and relevant fittings and

connections. The volume change of the sample was measured by

monitoring the flow of water into or out of the cell with

appropriate corrections for the apparent volume change of the

cell.

2.3 British standard (BS) permeability test procedure

During the saturation stage, alternating increments of cell

pressure and back pore water pressure (at the top and bottom of

the sample) were applied to the sample while maintaining an

effective pressure of 10 kPa. In accordance with BS 1377, cell

pressure increments (˜�3) did not exceed 50% of the effective

stress to be applied during the permeability stage (i.e. less than

25 kPa), until a pore pressure coefficient (B value) of 0.8 was

achieved (B ¼ ˜u/˜�3). Saturation was terminated upon achiev-

ing a B value of 0.95 or more. The samples were then

consolidated to 50 kPa of effective confining pressure. In order to

be consistent, in all tests the cell pressure and back pore water

pressure applied were 660 and 600 kPa, respectively. The per-

meability test was carried out by applying a pressure gradient of

20 kPa over 0.1 m sample length (i.e. back pore water pressure at

the bottom was 620 kPa and that at the top was 600 kPa).

2.4 Accelerated permeability (AP) test procedure

The AP test involved the application of final pressures in one

step, thereby combining the three stages of a BS permeability

test. Full details of the test procedure for the AP test are listed in

the Environmental R&D Technical Report p1-398/TR/2 (Murray,

2002), ‘Procedure for the determination of permeability of clayey

soils in a triaxial cell using the accelerated permeability test’. In

the present research, the cell pressure, back pore water pressure

at the bottom and that at the top were 660 kPa, 620 kPa and

600 kPa, respectively.

2.5 Ramped accelerated permeability (RAP) test

procedure

The RAP test uses the same procedure as the AP test except that

the pressures are all ramped up gradually until the target

pressures are achieved. The initial cell pressure, and the back

pore water pressures at the bottom and at the top were set at

35 kPa, 25 kPa and 5 kPa, respectively. These pressures were

them ramped at a rate of 2 kPa/h to the target pressures of

660 kPa, 620 kPa and 600 kPa.

2.6 Determination of permeability

In each of the procedures, the tests were allowed to run until the

rate of inflow into the sample was equivalent to the outflow. The

permeability k was calculated using the Darcy’s Law

k ¼ Q

Ai

where Q, A and i are rate of flow, cross-sectional area of the

sample and the hydraulic gradient, respectively. Owing to space

limitations, a complete discussion is given for London Clay (LC)

and a brief summary is given for the other materials.

3. Results and discussion

3.1 Permeability testing of London Clay (LC) samples

The discussion in this section concentrates on the permeability

tests on LC which includes BS, AP and RAP tests carried out on

samples compacted at optimum, dry of optimum and wet of

optimum water contents. Table 3 lists the initial condition of the

sample after compaction at three different water contents. The

test identification notation ‘none’ refers to untested material

prepared for SEM and MIP investigations. The repeatability of

producing samples at a given compaction water content is

considered excellent.

Figure 4 shows an example of inflow/outflow during the per-

0

10

20

30

40

50

60

70

80

90

100

0·001 0·01 0·1 1 10

Perc

enta

ge p

assi

ng: %

Particle diameter: mm

GT

BUBC

AMC

Cla

y

Sand GravelSilt

LC

Figure 1. Particle size distributions (LC, AMC, GT and BUBC)

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meability tests using the three test methods. In the case of the BS

method, the inflow/outflow shown in Figure 4(a) refers to the

permeability stage alone (i.e. permeability stage began approxi-

mately after 7–8 days from the initial setting up), whereas for the

other two methods (AP and RAP) the early part of the plots

represents the uptake of water during the saturation phase. For

example, in both AP and RAP tests, the water flowed into the

sample from the top and the bottom and the flow pattern changed

after typically about 3 days (Figures 4(b) and 4(c)). Towards the

end of the tests, the rate of inflow became similar to that of the

outflow. The constant rate of flow towards the end of the test is

further illustrated in Figure 5 (for the AP test) in which the rate

Dry

den

sity

Mg/

m3

1·50

1·52

1·54

1·56

1·58

1·60

1·62

16 18 20 22 24 26 28 30

0% air voids

Moisture content %(b)

5% air voids

10% air voids

1·37

1·38

1·39

1·40

1·41

1·42

1·43

1·44

21 23 25 27 29 31 33 35

Dry

den

sity

: Mg/

m3

Moisture content: %(a)

1·84

1·86

1·88

1·90

1·92

1·94

1·96

1·98

2·00

8 10 12 14 16 18

Dry

den

sity

: Mg/

m3

Moisture content: %(c)

1·47

1·49

1·51

1·53

1·55

1·57

1·59

16 18 20 22 24 26 28 30

Dry

den

sity

: Mg/

m3

Moisture content: %(d)

0% air voids5% air voids

10% air voids

0% air voids

5% air voids

10% air voids

0% air voids5% air voids

10% air voids

Figure 2. Dry density–water content relationship (LC, GT, AMC

and BUBC): (a) Apmtill Clay (AMC); (b) Belfast Clay (BUBC);

(c) Glacial Till (GT); (d) London Clay (LC)

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Geotechnical EngineeringVolume 168 Issue GE5

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of flow is plotted against 1/time. The permeability values were

calculated based on the steady-state inflow/outflow.

Table 3 presents the results of permeability tests carried out on

compacted samples of LC. Examination of the data indicates that

the permeability value decreases with increasing moulding water

content. This confirms the findings of other research which

stipulates that the lowest permeability is achieved at compaction

water content slightly wet of optimum. For all analogous samples

of compacted LC, the permeability values derived from BS tests

are consistently higher than those derived from AP and to a lesser

extent in the case of RAP tests. Comparison of calculated

Sample

Volume changeindicator – cell

Volume changeindicator – inlet

Volume changeindicator – outlet

LVDT to data logger (outflow volume change)

Air pressure in by way of automatic pressure regulator

Pressure transducer to data logger (top back pressure)

Pressure transducer to automatic pressure regulator

LVDT connected to data logger (cell volume change)

Pressure transducer to data logger (cell pressure)

Pressure transducer to data logger (bottom back pressure)

LVDT connected to data logger (recording inflow volume change)

Air pressure in by way of manual pressure regulator

Pressure transducer to automatic pressure regulator

Air pressure in by way of automatic pressure regulator

Air pressure line

Cell pressure line

Inlet pressure line

Outlet pressure line

Electronic cable

Pressure transducerLVDT (linear variabledifferential transformer)Junction box

Push-in valve

Valve label

Figure 3. Testing equipment

427

Geotechnical EngineeringVolume 168 Issue GE5

Influence of testing on permeability ofcompacted fine soilsSivakumar, Anderson, Solan, Rankin andMackinnon

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Test Moisture content

classification at

compaction

Test identification Moisture

content: %

Dry density:

Mg/m3

Permeability, k: m/s

AP Dry of optimum LC-d-AP 19.03 1.5169 1.56 3 10�10

BS Dry of optimum LC-d-BS 18.97 1.5177 1.23 3 10�9

RAP Dry of optimum LC-d-RAP 18.93 1.5234 6.73 3 10�10

— Dry of optimum LC-d-none 19.00 1.5194

AP Optimum LC-o-AP 23.02 1.5703 5.66 3 10�11

BS Optimum LC-o-BS 23.38 1.5728 2.08 3 10�10

RAP Optimum LC-o-RAP 23.20 1.5701 1.09 3 10�10

— Optimum LC-o-none 23.16 1.5766

AP Wet of optimum LC-w-AP 26.15 1.5402 3.13 3 10�11

BS Wet of optimum LC-w-BS 26.21 1.5464 7.12 3 10�11

RAP Wet of optimum LC-w-RAP 25.99 1.5422 4.07 3 10�11

— Wet of optimum LC-w-none 26.07 1.5432

Table 3. London Clay

Volu

me

chan

ge: c

m3

�50

�30

�10

10

30

50

70

90

110

0 10000 20000 30000Time: min

(c)

Inflow

Outflow

0

2

4

6

8

10

12

14

16

18

10000 12000 14000 16000 18000 20000

Volu

me

chan

ge: c

m3

Time: min(a)

Inflow

Outflow

�70

�30

10

50

90

130

0 5000 10000 15000 20000Time: min

(b)

Volu

me

chan

ge: c

m3

Inflow

Outflow

Figure 4. Inflow–outflow pattern during (a) BS, (b) AP and (c)

RAP permeability testing

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Geotechnical EngineeringVolume 168 Issue GE5

Influence of testing on permeability ofcompacted fine soilsSivakumar, Anderson, Solan, Rankin andMackinnon

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permeability results indicates that values derived from AP tests

underestimate corresponding values from BS tests by a factor of

7.9, 3.7 and 2.3, for samples compacted at water content contents

dry of optimum, optimum and wet of optimum, respectively. The

magnitudes of these underestimate factors give credence to the

previously made hypothesis that results from AP tests greatly

underestimate those of comparative BS tests when carried out on

samples having macrostructure/microstructure made of packets of

fine soils. This is generally prevalent in samples compacted dry

of optimum compaction water content. For example, AP test LC-

d-AP yields a value of 1.56 3 10�10 m/s, indicating a relatively

high degree of confidence in its suitability for use as landfill liner

material. In contrast the BS test carried out on an analogous

sample, LC-d-BS, yields a value of 1.23 3 10�9 m/s, indicating a

compacted material very close to the threshold value

(1.0 3 10�9 m/s for hazardous waste with 5 m thick liner and

1.0 3 10�9 m/s for non-hazardous waste with 1 m thick liner) and

therefore on the verge of unacceptability. The underestimation of

the BS test permeability results, when tested using RAP test

methodology, is smaller than those of AP tests, with under-

estimate factors being 1.8, 1.9 and 1.7, respectively. This sug-

gests that the RAP method may provide a viable alternative to the

BS procedure.

Figure 6 shows the evolution of dry density during the course of

testing of samples using the three different methods. As described

earlier, the BS method involved three stages: saturation, consoli-

dation and permeability. The first two stages do not explicitly

exist in AP and RAP. Readers are directed to Table 4 and the

legend beside Figure 6 to follow the relevant dry density–water

content paths. The initial state of the sample while in the

compaction mould is denoted by crosses (‘x’). The samples

expanded slightly upon removing them from the mould and these

are represented by squares. The dimensions of the samples after

extrusion were measured at various positions which allowed the

determination of sample volumes. For the BS test, the sample

expanded significantly during the saturation stage, resulting in a

reduction in dry density. The end of the saturation stage is

represented on the graph by a diamond data point. The consolida-

tion of the sample to the required effective stress increased the

dry density slightly. The end of the consolidation stage is

represented by a ‘+’ data point. The end of the permeability stage

is represented by a triangular data points. For the AP test, the

initial and after-extrusion states are similar to those of the BS

test. However, the sample compressed significantly during the

initial application of the relevant pressures (single increment to

achieve target pressures), which led to an increased dry density.

The sample subsequently swelled as it had taken in water during

the course of saturation, leading to a reduction in dry density.

The triangular data points represent the state of the sample at the

end of the permeability stage. For the RAP test, the initial and

after-extrusion states are similar to those of the BS test. The

ramping of relevant pressures totally eradicated the initial com-

pression of the samples observed in the case of the AP tests. The

diamond and triangular data points indicate the end of ramping

pressures and the end of the permeability stage, respectively.

The compaction water content has a significant influence on the

response of the samples to the above-mentioned procedures for

the BS, AP and RAP tests. The sample compacted to dry of

optimum exhibited greater swelling (reduction in dry density)

during the saturation stage of the BS procedure while the AP test

showed greater reduction in volume during the initial application

of target pressures. Looking at the states of the samples at the

end of the permeability stage (indicated by triangular data points

in Figure 6), the AP test resulted in a lesser void ratio (or higher

dry density) than the BS test; the result of the RAP test falls

between that of the AP and the BS tests. The differences in the

void ratios or the dry densities become smaller as the compaction

water content is increased. The obvious contributor of reduced

void ratio or increased dry density in the AP test is the compres-

sion of the air phase in the macro voids (i.e. between the clumps

of clays). The volume of air in the samples reduces as the

compaction water content is increased and therefore the initial

compression of the samples upon applying target pressures in the

AP tests reduced with increasing compaction water content. The

observed performance in terms of final dry densities reported in

Figure 6 agrees favourably with the permeability values reported

for the BS, AP and RAP test methods. Further discussion on this

aspect will be given in conjunction with the MIP and SEM

measurements presented later in this paper.

3.2 Permeability testing of Ampthill Clay, Glacial Till

and Belfast Upper Boulder Clay

Table 5 presents the results of permeability tests carried out on

compacted samples of AMC (tests were carried out on samples

prepared dry of optimum and at optimum water content). For all

analogous samples of compacted AMC, the permeability values

derived from BS tests are consistently higher than those derived

from AP. A comparison of the calculated permeability results

�0·010

�0·005

0

0·005

0·010

0 0·005 0·010 0·015 0·020 0·025

Rate

of

flow

: cm

/min

3

1/time ( )t�1

Outflow

Inflow

Figure 5. Inflow–outflow rate plotted against 1/time (AP test on

LC)

429

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1·30

1·35

1·40

1·45

1·50

1·55

1·60

16 20 24 28 32 36 40

Dry

den

sity

: Mg/

m3

Moisture content: %(a)

10% air voids5% air voids 0% air voids

Combined saturation, consolidationand permeability (AP)

Combined saturation andconsolidation (RAP)

Consolidation (BS)

Saturation path (BS)Initial application of targetpressures (AP)

After extrusion

After compaction

Accelerated permeability (AP)

Ramped permeability (RAP)

Ramped standard permeability (BS)

Initial state

Initial state

Initial state

Extrusion

Extrusion

Extrusion

Application of targetpressures

Application of targetpressures

Saturation

Saturation/consolidationpermeability

Saturation/consolidationpermeability

Consolidation

Permeability

1·30

1·35

1·40

1·45

1·50

1·55

1·60

16 20 24 28 32 36 40

Dry

den

sity

: Mg/

m3

Moisture content: %(b)

10% air voids

5% air voids 0% air voidsInitial saturation, consolidation andpermeability (AP)

Combined saturation, consolidation andpermeability (AP)

Saturation path (BS)

After extrusion

After compaction Combined saturation andconsolidation (RAP)

Consolidation (BS)

1·38

1·43

1·48

1·53

1·58

1·63

16 20 24 28 32 36 40

Dry

den

sity

: Mg/

m3

Moisture content: %(c)

10% air voids5% air voids 0% air voids

Combined saturation, consolidationand permeability (AP)

Combined saturation andconsolidation (RAP)

Consolidation (BS)

Saturation path (BS)

Initial application of targetpressures (AP)

After extrusion

After compaction

Figure 6. Evolution of dry density during BS, AP and RAP

permeability tests (LC): (a) dry of optimum; (b) optimum; (c) wet of

optimum

430

Geotechnical EngineeringVolume 168 Issue GE5

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indicates that the values derived from AP tests underestimate the

corresponding values from BS tests by a factor of 4.4 for samples

compacted dry of optimum moisture content and by a factor of

3.4 for samples compacted at optimum moisture content. The

underestimation of BS test permeability results is reduced when

tested using the RAP methodology when compared with AP tests,

the underestimation factors being 2.8 and 2.0 for samples dry of

optimum and at optimum moisture content, respectively.

Table 6 presents the results of permeability tests carried out on

compacted samples of GT (samples prepared dry of optimum and

at optimum water content). Comparison of calculated permeabil-

Marker AP test BS test RAP test

3 Sample condition on completion of compaction, prior to extrusion from mould

h Sample condition after curing period, calculated from dimensions measured during permeability test set-up

e Sample condition after application of

initial cell pressure

Sample condition at end of saturation

stage

Sample condition at end of pressure

ramp

+ — Sample condition at end of

consolidation stage

n Sample condition at end of permeability test, prior to cell disassembly

Table 4. Sample state key used in dry density–moisture content

plots

Test Moisture content

classification at

compaction

Test identification Moisture

content: %

Dry density:

Mg/m3

Permeability,

k: m/s

AP Dry of optimum AMC-d-AP 25.15 1.4080 5.70 3 10�11

BS Dry of optimum AMC-d-BS 25.46 1.4086 2.53 3 10�10

RAP Dry of optimum AMC-d-RAP 25.12 1.4055 9.14 3 10�11

— Dry of optimum AMC-d-none 25.24 1.4090

AP Optimum AMC-o-AP 28.71 1.4153 2.87 3 10�11

BS Optimum AMC-o-BS 28.60 1.4136 9.69 3 10�11

RAP Optimum AMC-o-RAP 28.51 1.4194 4.85 3 10�11

— Optimum AMC-o-none 28.90 1.4132

Table 5. Ampthill Clay

Test Moisture content

classification at

compaction

Test identification Moisture

content: %

Dry density:

Mg/m3

Permeability,

k: m/s

AP Dry of optimum GT-d-AP 12.47 1.9488 1.87 3 10�10

BS Dry of optimum GT-d-BS 12.55 1.9530 3.67 3 10�10

RAP Dry of optimum GT-d-RAP 12.32 1.9548 1.25 3 10�10

— Dry of optimum GT-d-none 12.43 1.9540

AP Optimum GT-o-AP 13.40 1.9721 9.63 3 10�11

BS Optimum GT-o-BS 13.56 1.9695 1.88 3 10�10

RAP Optimum GT-o-RAP 13.52 1.9702 1.26 3 10�10

— Optimum GT-o-none 13.30 1.9729

Table 6. Glacial Till

431

Geotechnical EngineeringVolume 168 Issue GE5

Influence of testing on permeability ofcompacted fine soilsSivakumar, Anderson, Solan, Rankin andMackinnon

Page 11: Influence of testing on permeability of compacted fine soilsuir.ulster.ac.uk/32341/1/geng168-0422.pdf · the permeability test methods on the soil structure. In addition, further

ity results indicates that the values derived from AP tests under-

estimate the corresponding values from BS tests by a factor of

2.0 for all samples, whether compacted at optimum water content

or dry of optimum. The underestimation of BS test permeability

results, when using RAP methodology, is similar to that of the

AP tests. Table 7 presents the results of permeability tests carried

out on compacted samples of BUBC (the tests were carried out

on samples prepared at optimum water content). A comparison of

the calculated permeability results indicates that the values

derived from AP tests underestimate the corresponding values

from BS tests by a factor of 4.4; the corresponding factor for the

RAP tests is 2.4.

4. Generalisation of derived permeabilityvalues

Figure 7 shows values of permeability based on the BS test

plotted against those obtained using the AP and RAP methods

using samples compacted to dry, optimum and wet of optimum.

Note that in GT and AMC the tests were limited to dry and

optimum water contents and, in the case of BUBC, the tests were

carried out at optimum water content. The open data points refer

to the AP test and the closed data points refer to the RAP test.

This figure shows the divergence of permeability measurements

using the three different methods, whereby the AP method can

lead to as high as ten-fold decrease in the measured permeability

when compared with the BS test value. In the new procedure, the

RAP, developed in the present research (where the relevant target

pressures were ramped at a slow rate, instead of a step increase)

the results showed considerably reduced differences in permeabil-

ity values when compared with the BS test. The differences in

the permeability values became smaller as the compaction water

content was increased. This is illustrated in Figure 8 where the

normalised permeability (k(BS) /k(AP) or k(BS) /k(RAP)) is plotted

against water content, represented as percentage deviation from

the optimum. Positive values of water content indicate wet of

optimum and negative values of water content indicate the dry of

optimum. The results show that the differences in the permeabil-

ity values measured using the three methods became insignificant

as the compaction water content increased above optimum.

4.1 The effect of testing procedure on soil structure

It is apparent that the AP method underestimates permeability

compared with the BS test. The new method proposed in this

Test Moisture content

classification at

compaction

Test identification Moisture

content: %

Dry density:

Mg/m3

Permeability:

m/s

AP Optimum BUBC-o-AP 23.04 1.5351 6.09 3 10�11

BS Optimum BUBC-o-BS 23.43 1.5265 2.66 3 10�10

RAP Optimum BUBC-o-RAP 23.39 1.5255 1.09 3 10�10

Table 7. Belfast Upper Boulder Clay

1 10� �11

1 10� �10

1 10� �9

1 10� �8

1 10� �11 1 10� �10 1 10� �9 1 10� �8

BST

test

– P

erm

eabi

lity:

m/s

AR/RAP test – Permeability: m/s

AP: Dry of optimum (LC, AMC and GT )RAP: Dry of optimum (LC, AMC and GT )AP: Optimum (LC, AMC, BUBC and GT)RAP: Optimum (LC, AMC, BUBC and GT)AP: Wet of optimum (LC)RAP: Wet of optimum (LC)

Maximum deviation RAPMaximum deviation AP

Figure 7. BS permeability plotted against AP and RAP

1

3

5

7

9

11

13

15

kk

kk

(BS)

(AP)

(BS)

B(RA

P)/

and

/

Water content deviation from optimum: %�20 �15 �10 �5 0 10 15 20

AP: Dry of optimum (LC,AMC and GT)RAP: Dry of optimum (LC,AMC and GT)AP: Optimum (LC,AMC,BUBC and GT)RAP:Optimum (LC,AMC,BUBC and GT)AP: Wet of optimum (LC)RAP: Wet of optimum (LC)

Wet of optimumDry of optimum

Figure 8. Normalised permeability against percentage of water

content deviation from optimum

432

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paper, the RAP procedure, leads to estimates of permeability

which are more consistent with the values obtained using the BS

test. The experimental investigations presented here have also

shown that the differences in the permeability values using the

three different procedures are more significant in intermediate- to

high-plasticity clay (such as LC, APC and BUBC) than in low-

plasticity clay, such as GT. The authors propose some tentative

correction factors to estimate reasonable values of permeability

for clays having a range of index properties from AP or RAP

testing methods. These factors are listed in Table 8. The primary

reasons for the differences in the permeability values determined

from the three different testing procedures are attributed to

changes in the soil fabric or structure during the course of

investigations. This aspect is further explored below.

The plasticity affects the structure of compacted soils. Compacted

soils have bimodal pore size distributions, whereby the individual

particles form clumps or packets (also referred to as aggregates)

and these clumps form the overall structure (Delage et al., 1996;

Thom et al., 2007). The voids within the clumps are called

‘micro voids’ and voids between the clumps are called ‘macro

voids’. The macro voids are generally filled with air when the

soils are compacted to dry of optimum or optimum moisture

content and filled with water when the compaction water content

is increased above optimum. The clumps (accumulations of

individual particles) are held together by suction at the time of

compaction. The bimodal pore size distribution of the compacted

soil is altered significantly when suction in the clumps is reduced

by exposing the soil to water. Post-test fabric analysis was carried

out to examine the changes in the structure caused by different

testing procedures. SEM investigations were carried out on speci-

mens taken from all tested samples of LC, AMC and GT

samples. MIP analysis was also carried out on all tested samples

of LC; however, owing to space considerations, only the results

obtained on LC are reported here.

Figure 9 shows the MIP observations obtained from samples of

LC compacted to dry of optimum, optimum and wet of optimum

and subjected to BS, AP and RAP tests. Also included is the pore

size distribution of a sample that did not go through the wetting

process for comparison. The two peaks in the pore size distribu-

tion indicate the existence of a bimodal pore size distribution in

the soils. The first peak of the distribution indicates the volume

of voids available in the macro pores and the second phase of the

distribution indicates the volume of voids available in the micro

pores. As expected for the untested samples the pore size and

volume of the macro pores are affected by the compaction water

content. Saturation of these samples to the BS, AP and RAP

procedures results in different pore size distributions. As shown

in Figure 9(a) (dry of optimum), the size and distribution of the

macro voids are generally unchanged in the case of the BS test

and show only a marginal reduction in the case of the RAP test.

However, in contrast, the size and distribution macro voids are

significantly reduced in the AP test. Similar patterns were

observed with the samples compacted to optimum (Figure 9(b)).

When the samples were compacted to wet of optimum, the AP

and RAP procedures resulted in a complete eradication of the

bimodal distribution (i.e. removal of macro voids), although

samples subjected to the BS test retained some traces of bimodal

distribution (Figure 9(c)).

The above observations are in close agreement with the SEM

investigation where untested samples and those subjected to BS,

AP and RAP tests after preparation at three different compaction

water contents were subjected to SEM investigations. The SEM

images obtained on the sample prepared at optimum water

content are shown in Figure 10. The magnification used was

3100. The existence of clumps or packets in the structure is

evident in the untested sample and this remained unaltered after

the BS and RAP tests. However, there appears to be some

evidence that the sample subjected to the AP test has a less

clumped structure. These observations support the hypothesis that

underestimated permeability results from the AP test are due to

the destruction of structure caused by the testing procedure. Such

destruction is greatly reduced in the RAP tests, which have shown

permeability measurements close to those of the BS test.

The above-mentioned fabric or structural changes are illustrated in

a conceptual model shown in Figure 11. The initial state of the soil

after compaction is illustrated in Figure 11(a), where the clumps are

Soil type Accelerated permeability (AP) Ramp accelerated permeability (RAP)

Dry of optimum Optimum Wet of

optimum

Dry of

optimum

Optimum Wet of

optimum

Low plasticity 2 2 3a 2 2 2a

Intermediate plasticity 8a 5 3a 3a 3 2a

High and very high plasticity 10 4 3 2 2 2

a No test data available (numbers are only suggested values).

Table 8. Correction factors

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separated by macro voids. The saturation of the sample is essential

in all three of the test procedures, although it is not explicitly carried

out in the AP or RAP tests. Individual clumps expand when they are

exposed to water (i.e. a reduction in suction). The magnitude of

expansion is influenced by the initial suction and consequently by

the initial compaction water content. Therefore, the magnitude of

expansion of the clumps upon saturation in the BS, AP and RAP

tests is identical for a given initial compaction water content. In the

BS test, the saturation is conducted using a systematic procedure

whereby the early stage of the saturation process is carried out

under significantly lower confining pressures. This does not have a

significant influence on the size of macro voids (illustrated in Figure

11(c)). However in AP tests, the target pressures (cell, top and

bottom pore water pressures) are applied in a single stage. This

initial application of high confining pressure leads to a significant

reduction in macro voids (illustrated in Figure 11(b)).

The reduction in suction during saturation leads to an expansion

of the clumps. Supposing the samples are restricted from overall

expansion, these clumps will expand into the macro voids space.

However, in the BS test, the overall expansion of the sample is

not restricted (there is comparatively less confining pressure).

Therefore the clumps can expand into the macro voids in addition

to causing overall swelling of the sample. In this situation the

macro void ratio did not change appreciably, as shown in Figure

11(e) (Thom et al., 2007). In the AP test, saturation is carried out

under high confining pressure and therefore the overall expansion

of the sample is somewhat subdued, consequently the clumps will

expand into the macro voids space, as illustrated in Figure 11(d).

The reduced macro void contributes to the underestimation of

permeability values using the AP procedure. However, in the BS

test, the soil structure is generally maintained; in other words, the

saturation process does not alter the macro voids space. In the

RAP procedure the target pressures are applied at a slow rate and

therefore the evolution of macro void space may be similar to

that of the BS procedure. These postulations are in general

agreement with the observations obtained using SEM and MIP

investigations.

4.2 Permeability test duration

The main aim of the AP test procedure is to reduce the testing

duration. For completeness, the testing durations of the AP, BS

and RAP tests are reported in Figure 12. The times given are the

approximate duration to reach ‘beginning of steady state’ flow

including the saturation and consolidation period for samples

undergoing the BS test. In all cases, the tests were allowed to run

beyond the minimum time required to achieve a steady state and

the actual times to complete the tests are higher. The results

indicate that, for the tests carried out as part of this research, in

general there is a marginal saving in time gained from using AP

and that is significant in RAP testing methodology as an

alternative to the BS test. However, in the case of AMC prepared

at optimum water content, the duration for AP is slightly larger

than that of BS procedure. The AP test offers time saving, but

that is compromised against overestimation of permeability

0

0·1

0·2

0·3

0·4

0·5

0·6

0·7

1 100 10000 1000000

Incr

emen

tal p

ore

volu

me:

cm

/g3

Pore diameter: nm(a)

0

0·1

0·2

0·3

0·4

0·5

0·6

0·7

1 100 10000 1000000

Incr

emen

tal p

ore

volu

me:

cm

/g3

Pore diameter: nm(b)

0

0·1

0·2

0·3

0·4

0·5

0·6

0·7

1 100 10000 1000000

Incr

emen

tal p

ore

volu

me:

cm

/g3

Pore diameter: nm(c)

End of AP test

End of BS test

End of RAP test

Initi

al c

ondi

tions

End of AP test

End of BS test

End of RAP test

Initial conditions

End of AP test

End of BS test

End of RAP test

Initial conditions

Macro voidsMicro voids

Macro voidsMicro voids

Macro voidsMicro voids

Figure 9. MIP analysis, initial and final (after BS, AP and RAP test)

for London Clay: (a) dry of optimum; (b) optimum; (c) wet of

optimum

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values. The RAP tests offers time saving as well as some reliable

estimates of permeability values. In addition, the benefit of opting

for the RAP procedure is that manual intervention is not

necessary to change pressures to confirm saturation of a sample

(as in the case of the BS test), if automated pressure controllers

are used to attain the required pressures.

5. ConclusionThe purpose of this research was to investigate and evaluate the

AP and BS testing procedures for measuring permeability of soils

and to assess whether the revised AP (RAP) testing procedure

could yield permeability values comparable with BS testing. A

series of permeability tests on various natural clays was carried

out and the following conclusions are drawn.

j In general, the AP test leads to an underestimation in

permeability values in comparison with those derived from

the BS test. This is attributed to the effects on soil fabric

(variation in macro voids) relating to rapid application of

initial pressures at the early stage of testing.

j The divergence in results between the BS and AP tests is

dependent upon material composition, the mineralogy,

distribution of particles (clay, silt and sand) and the index

properties. Less significant differences were observed

between the permeability values obtained using the BS test

and two other methods (AP and RAP) in the case of glacial

till (GT) where the presence of silt and sand particles was

significant and the plasticity of the material was low.

j In general, the relative divergence in permeability values

between the AP and BS test methodologies was found to

increase with decreasing moulding water content.

j The AP test is still considered applicable for general

construction quality control assurance testing on landfill sites

as long as due consideration is given to the possible

underestimation of the permeability values derived.

j The RAP test represents an improvement over the AP test

where the underestimation of permeability values is

(a) (b)

(c) (d)

Figure 10. Scanning electron microscopy: (a) initial, after

compaction; (b) BS procedure; (c) RAP procedure; (d) AP

procedure (London Clay)

435

Geotechnical EngineeringVolume 168 Issue GE5

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(a)

(b) (c)

(d) (e)

Clumps

Macro voids

Initial application of cell pressure in BS test(volume of macro voids generally remains the same)

After compaction

ClumpsClumps

Clumps

Initial application of cell pressure in AP test(volume of macro voids is greatly reduced)

End of permeability stage in AP test(clumps expand into macro voids)

Macro voids

Macro voids

End of permeability stage in BS test(clumps expand into macro voids as well as outside)

Figure 11. Schematic view of clumps or packet structure: (a) after

compaction; (b) initial application of cell pressure in AP test;

(c) initial application of cell pressure in BS test; (d) end of

permeability stage in AP test; (e) end of permeability stage in BS

test

436

Geotechnical EngineeringVolume 168 Issue GE5

Influence of testing on permeability ofcompacted fine soilsSivakumar, Anderson, Solan, Rankin andMackinnon

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significantly less and there is some significant reduction in

testing duration.

AcknowledgementsThe authors would like to thank Mr Jim Knox (head of

technicians, CNC workshop, Faculty of Engineering, Queen’s

University Belfast) for his input into the research and Prof

Madhar (IIT, Hyderbad, India) and Dr T. Murray (Murray Rax

Limited, UK) for making constructive comments during the

preparation of the article. The authors also would like to thank

Mr Vimalan (V J Tech, UK) and K. V. Senthilkumaran (P. J.

Carey plc) for their support for the geotechnical research at

Queen’s University Belfast.

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Dry Opt Wet Dry Opt Dry Opt Opt

0

5000

10000

15000

20000

25000

Dur

atio

n to

ste

ady-

stat

e flo

w: m

in

AP BS

RAP AP BS

RAP AP BS

RAP AP BS

RAP AP BS

RAP AP BS

RAP AP BS

RAP AP BS

RAP

LC AMC GT BUBC

Figure 12. Testing duration of BS, AP and RAP procedures

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Influence of testing on permeability ofcompacted fine soilsSivakumar, Anderson, Solan, Rankin andMackinnon