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Effect of pore size distribution on drying shrinkage of alkali-activated
slag concrete
Frank Collinsa,
*, J.G. Sanjayanb
a
Maunsell Pty Ltd, Level 9, 161 Collins Street, Melbourne, Victoria 3000, Australia
b
Department of Civil Engineering, Monash University, Clayton, Victoria 3168, Australia
Received 20 September 1999; accepted 2 June 2000
Abstract
Higher drying shrinkage has been observed in alkali-activated slag concrete (AASC) than comparable ordinary Portland cement concrete
(OPCC). However, the OPCC samples lost more moisture during the period of shrinkage measurements than the AASC samples. This is
contradictory to the commonly accepted relationship between shrinkage and moisture loss. This paper provides an explanation for this
phenomenon by studying the effect of pore size distribution on the drying shrinkage. The investigation showed that AAS pastes have a much
higher proportion of pore sizes within the mesopore region than OPC pastes. Further, the radius of pores where the meniscus forms seems to
be an important parameter in determining the magnitude of shrinkage, rather than the amount of moisture loss. This also supports the theory
that the capillary tensile forces set up during drying is an important contributory factor for the drying shrinkage of concrete. D 2000 Elsevier
Science Ltd. All rights reserved.
Keywords: Drying; Shrinkage; Pore size distribution; Alkali-activated cement; Granulated blast-furnace slag
1. Introduction
Alkali-activated slag binders based on 100% slag plus
activator has been extensively reported in the literature;
Talling and Brandstetr [1] and Roy [2] provide a compre-
hensive state of the art summary. Alkali-activated slag
concrete (AASC) has been shown to have higher drying
shrinkage than ordinary Portland cement concrete (OPCC)
[3±8]. Kutti et al. [3] measured 12-month drying shrinkage
of NaOH + Na2CO3-activated AASC that was 1.83 times the
drying shrinkage of OPCC when exposed to 59% relative
humidity (RH). Malolepszy and Deja [4] and Hakkinen [5]
measured 1.6 times higher drying shrinkage of AAS mortars
compared with OPC mortars. Collins and Sanjayan [7]
measured 57% higher drying shrinkage of AASC than
OPCC when subjected to 50% RH. The pore size distribu-
tion and the calcium silicate hydrate gel characteristics have
a critical influence on the magnitude of drying shrinkage
[9,10]. The precise nature of the microstructural model,
which describes shrinkage behaviour, is subject to debate
between three main models: the Powers model [11], Feld-
man±Sereda model [12], and Munich model [13]. Although
the various models cite different mechanisms that contribute
to shrinkage, namely disjoining pressures or water move-
ment or water±solid interaction, or a combination of these,
two common factors have a critical influence on shrinkage:
the pore size distribution and the calcium silicate hydrate gel
characteristics. Formation of a shrinkage-prone silica gel
has been put forward as an explanation of this phenomenon
[3,8,14].
Details of an experimental program carried out to study
the influence of pore size distribution on drying shrinkage of
AASC are reported in this paper. The pore size distribution
was obtained from mercury intrusion porosimetry tests on
AAS pastes. Initially, the tests were carried out on AAS
concrete samples. However, the results from concrete sam-
ples were found to be highly variable due to the presence of
randomly located aggregate particles. The porosimetry re-
sults on pastes were found to be very consistent and there-
fore all the pore distribution results reported in this paper are
based on pastes.
* Corresponding author. Tel.: +61-3-9653-1234; fax: +61-3-9654-
7117.
E-mail address: fgco@maunsell.com.au (F. Collins).
Cement and Concrete Research 30 (2000) 1401±1406
0008-8846/00/$ ± see front matter D 2000 Elsevier Science Ltd. All rights reserved.
PII: S0008-8846(00)00327-6
2. Experimental program
2.1. Materials
The chemical composition and properties of the cemen-
titious binders are summarised in Table 1. The binders used
are ground granulated blast furnace slag (slag) and Portland
cement (OPC). The term water/binder (w/b) ratio is used
instead of water/cement ratio (w/c) to include both the
binders mentioned above. The slag is supplied with pre-
blended gypsum containing 2% SO3. The activators and
adjuncts utilised were powdered sodium metasilicate and
hydrated lime. The method of use in concrete has been
outlined earlier by Collins and Sanjayan [7].
The coarse aggregate consisted of 14-mm maximum size
basalt with a specific gravity of 2.95 and 24-h water
absorption of 1.2%. The fine aggregate consisted of river
sand with a specific gravity of 2.65, 24-h water absorption
of 0.5%, and a fineness modulus of 2.19.
The concrete mixture proportions for OPC concrete
(OPCC) and AAS concrete (AASC) are summarized in
Table 2. The materials used for concrete making, the method
of preparing concrete mixes in the laboratory, and the tests
for fresh and mechanical concrete properties reported in this
paper were in accordance with the Australian Standard
AS1012, except for the type of curing. Shrinkage prisms
were made of dimensions 75 Â 75 Â 285 mm and following
demoulding after 24 h, a triplicate set of samples were
exposed to 23°C and 50% RH.
2.2. Testing of pastes by mercury intrusion porosimetry
Mixing of OPC and AAS pastes was conducted in a 20-l
stainless steel mixing bowl. Mixing was by machine mixing
at 98 revolutions per minute in a Kenwood KNM20
planetary mixer. For OPC paste, following weighing of
the correct quantities of binder and water, the sequence of
mixing consisted of 2 min mixing followed by 2 min of rest,
followed by further mixing for 2 min. The slag and the
sodium silicate activator were preblended in the dry form for
2 min. The mixing water was then added. The hydrated lime
was added as a 1:3 hydrated lime:water slurry. The mixing
procedure was the same as for the OPC paste. The fluid
pastes were poured into cylindrical moulds, which had
internal dimensions of 63-mm diameter  98-mm length.
The w/b*** of OPC and AAS pastes was 0.5. Following
demoulding at 1 day, samples from each paste type were
exposed to 23°C and 50% RH for 3, 7, 28, and 56 days. At
the required time of test, the samples were crushed to a size
adequate to pass a 2.36-mm sieve.
The pore size distribution was determined using a Micro-
meritics Autopore III 9429 porosimeter which was capable
of pressures from 0 to 414 MPa (60000 psi). A hydraulic
pump generates the pressure and a contact sensor measures
the mercury volume. All operations are automated by
microprocessor and are conducted within a fully enclosed
pressure chamber. The assumed surface tension of the triple-
distilled mercury was 0.484 N/m at 25°C (ASTM D 4404-
84 1992). The density of the mercury was 13.546 g/ml and
the assumed contact angle was 140°.
3. Drying shrinkage and weight loss
Results of drying shrinkage are summarized in Fig. 1.
AASC shows considerably higher rate of drying shrinkage
as compared with OPCC. The weight change of the shrink-
age prisms due to egress of moisture from the sample,
expressed as percent weight change of the total specimen
weight is shown in Fig. 2. OPCC generally shows greater
weight loss during drying than AASC.
The differences in weight loss between OPCC and
AASC tend to converge towards 365 days. Kutti [3] and
Malalepszy and Deja [4] also measured higher weight loss
in OPCC than AASC. OPCC loses more weight of water
during drying than AASC yet shows significantly lower
Table 1
Properties of cementitious materials
Constituent/property Slag OPC
SiO2 (%) 35.04 19.9
Al2O3 (%) 13.91 4.62
Fe2O3 (%) 0.29 3.97
MgO (%) 6.13 1.73
CaO (%) 39.43 ±
Na2O (%) 0.34 ±
TiO2 (%) 0.42 ±
K2O (%) 0.39 0.57
P2O5 (%) < 0.1 ±
MnO (%) 0.43 ±
Total sulphur as SO3 (%) 2.43 2.56
Sulphide sulphur as S2 À
0.44 ±
Cl (ppm) 80 ±
Fineness (m2
/kg) 460 342
Loss on ignition (%) 1.45 2.9
Time to initial set (h) N/A 2.0
Strength of 75 Â 75 Â 75 mm mortar cubes (MPa) N/A 32.7
3 Days 42.0
7 Days 54.1
28 Days
Table 2
Summary of concrete mixture proportions (kg/m3
)
Constituents OPCC AASCa
OPC 360 ±
Slag ± 360
Free waterb
180 180
w/b 0.5 0.5
Fine aggregate 830 830
Coarse aggregate, 14 mm 1130 1130
Air content (%) 0.5 1.2
a
Slag activated by powdered sodium silicate and lime slurry.
b
Adjustments made for water in aggregates (to saturated surface dry
F. Collins, J.G. Sanjayan / Cement and Concrete Research 30 (2000) 1401±14061402
magnitude of shrinkage. Therefore, the it must be concluded
that the mechanism of high drying shrinkage of AASC is
not entirely due to the quantity of weight loss of water from
the concrete. Previous studies by Wittmann [9] and Young
[10] show that the pore size distribution and the calcium
silicate hydrate gel characteristics have a critical influence
on the magnitude of drying shrinkage.
4. Influence of pore size distribution on drying shrinkage
Pore sizes can be classified according to the International
Union of Pure and Applied Chemistry (IUPAC) system [15]
as described in Table 3.
The capillary pores comprise both the mesopores and
macropores and constitute the water filled space existing
between original cement grains, whereas the micropores
constitute part of the calcium silicate hydrate gel compo-
nent. Shrinkage under practical conditions depends on loss
of water from the mesopores and also the size of the
macropores, which determines how easily water may be
lost from the mesopores [10].
The pore size distribution of slag±OPC blended cements
becomes finer with increasing slag content [16,17]. In the
case of alkali-activated slag, the proportion of pores in the
micropore size range tend to be higher than OPC [5,18±22].
The number of pores within the capillary range is lower than
OPC [21±23]. Following fog room curing, Shi [24] found
OPC to have a continuous pore size distribution within the
5- to 1200-nm pore sizes whereas sodium-silicate-activated
slag contained pores either in the sizes less than 10 nm or
greater than 200 nm.
Fig. 3 shows the envelope of cumulative pore size
distribution for OPC paste (OPCP) and AAS paste (AASP)
which were measured at 3, 7, 28, and 56 days. The
envelopes show AASP has a finer pore size distribution
than OPCP.
Analysis of the incremental pore size distribution data
shows that AASP has a much higher proportion of pore
sizes within the mesopore limits than OPCP, as shown in
Table 4. The proportion of pores within the mesopore
classification ranges from 74.0% to 82.0% for AASP
compared with 24.7±36.4% for OPCP. The higher total
Fig. 1. Drying shrinkage of OPCC and AASC, esposed from day 1 onwards to 50% RH and 23°C, w/h = 0.5.
Fig. 2. Weight loss of shrinkage prisms when exposed from day 1 onwards.
Table 3
IUPAC pore size classification
Pore description Radius (nm)
Micropores < 1.25
Mesopores 1.25±25
Macropores 25±5000
Entrained air voids, entrapped air voids,
preexisting microcracks
5000±50000
F. Collins, J.G. Sanjayan / Cement and Concrete Research 30 (2000) 1401±1406 1403
volume of mesopores in AASP could explain the higher
magnitude of drying shrinkage of AASC.
5. Effect of capillary tensile forces on drying shrinkage
Shimomura and Maekawa [25,26] and Shimomura [27]
proposed a micromechanical model to describe drying
shrinkage behaviour that was based on pore size distribution
and thermodynamic behaviour of water in the pores. Part of
the model involved computation of a parameter rs, which is
defined as the radius of the pores where the meniscus forms;
i.e., the pores whose radii are smaller than rs are assumed to
be filled with liquid water while pores larger than this are
dry. As the drying progresses, the parameter rs would
decrease. It was hypothesized by the researchers [25±27]
that the smaller the parameter rs the larger the capillary
tensile forces set up at the meniscus (the interface between
water and air), hence higher the resulting shrinkage.
Weight-loss data for AASC and OPCC, which was
discussed above, was used to determine the volume of water
that was dried from the paste. Compensation was made to
Fig. 3. Cumulative pore size distribution of OPCP and AASP at 3, 7, 28, and 56 days.
Table 4
Pore size proportions with IUPAC classifications for AASP and OPCP
% Mesopores % Macropores % Voids/microcracks
Age (days) AASP OPCP AASP OPCP AASP OPCP
3 74.0 36.4 16.6 56.7 9.4 6.9
7 76.0 35.2 14.9 59.6 9.1 5.2
28 82.0 32.7 10.4 62.2 7.6 5.1
56 81.3 24.7 12.5 69 6.2 6.3
Table 5
Computaion of rs and values of measured shrinkage
OPC AAS
Age (days) 3 7 28 56 3 7 28 56
Drying shrinkage (exposed) eex 94 255 413 488 159 293 865 1204
Shrinkage (sealed) ese 3 43 184 241 19 59 205 299
eex À ese 91 212 229 247 140 234 660 905
% Moisture loss from prisms 1.61 2.03 2.65 2.96 0.90 1.23 1.67 2.03
Volume of water dried for paste, Vd (%) 13.4 16.9 22.1 24.7 7.4 10.1 13.7 16.6
Total porosity % (from porosimetry on pastes) 34.7 34.4 35.6 33.6 33.2 32.2 31.4 24.3
rs (from PSD using volume water dried), nm 74.7 48.7 34.9 26.4 38.1 12.4 8.7 3.9
F. Collins, J.G. Sanjayan / Cement and Concrete Research 30 (2000) 1401±14061404
account for the relative proportions and densities of the
concrete constituents. The cumulative pore size distribution
(PSD) curves were then used to calculate rs. Values of rs are
shown in Fig. 3 and Table 5.
In the case of activated slag, Fig. 3 shows values of rs are
within the 3.9±38.1 nm range, whereas OPCP values of rs
are larger than the mesopores. There are significantly fewer
pores within the macropore region for AASP and hence
drying of water affects the pores within the mesopore region
more quickly (per amount of water weight loss) than OPCP.
This would explain that the weight loss during drying of
AASC is less than OPCC whereas the magnitude of drying
shrinkage is significantly higher.
Fig. 4 shows measured shrinkage strain versus rs for the
two binder types. When rs becomes less than 16 nm, the rate
of shrinkage rapidly increases. Significant drying of meso-
pore water takes place in the case of activated slag and this
would explain the difference in behaviour between the
binder types.
6. Conclusions
1. Investigation of drying shrinkage of AASC shows the
magnitude of drying shrinkage is greater than OPCC
for equivalent concretes.
2. The weight loss during drying is less for AASC
than OPCC, although the magnitude of shrinkage
strain is greater.
3. The pore size distribution shows up to 82% pores in
the mesopore range for AASP compared with
36.4% for OPCP. Analysis of weight loss data
indicates that drying of water from mesopores
occurs with AASP compared with OPCP, which
shows none, and this may be the reason for higher
drying shrinkage of AASP.
4. Although the AAS samples lost less moisture than
OPC samples, the radius of pore where the meniscus
forms is smaller for the AAS than OPC pastes. The
results support the theory that capillary tensile forces
set up during drying is a very significant factor for the
drying shrinkage of AAS.
Acknowledgments
The financial support for this project is jointly provided
by Independent Cement and Lime Pty, Blue Circle Southern
Cement and Australian Steel Mill Services. The authors
thank the sponsors especially Alan Dow, Tom Wauer,
Katherine Turner, Wayne James, Paul Ratcliff, John Ashby,
and Dr. Ihor Hinczak for the guidance and support. The
enthusiastic participation of final-year students Dennis
Kueh, Soon Keat Lim, and Eric Tan in this project is very
much appreciated. The efforts and assistance with the
laboratory work provided by Jeff Doddrell, Roger Doulis,
and Peter Dunbar are also gratefully acknowledged.
The work presented in this paper was carried out as part
of Frank Collins' PhD thesis at the Department of Civil
Engineering, Monash University.
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F. Collins, J.G. Sanjayan / Cement and Concrete Research 30 (2000) 1401±14061406

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PoreSizeDistribution-AASC

  • 1. Effect of pore size distribution on drying shrinkage of alkali-activated slag concrete Frank Collinsa, *, J.G. Sanjayanb a Maunsell Pty Ltd, Level 9, 161 Collins Street, Melbourne, Victoria 3000, Australia b Department of Civil Engineering, Monash University, Clayton, Victoria 3168, Australia Received 20 September 1999; accepted 2 June 2000 Abstract Higher drying shrinkage has been observed in alkali-activated slag concrete (AASC) than comparable ordinary Portland cement concrete (OPCC). However, the OPCC samples lost more moisture during the period of shrinkage measurements than the AASC samples. This is contradictory to the commonly accepted relationship between shrinkage and moisture loss. This paper provides an explanation for this phenomenon by studying the effect of pore size distribution on the drying shrinkage. The investigation showed that AAS pastes have a much higher proportion of pore sizes within the mesopore region than OPC pastes. Further, the radius of pores where the meniscus forms seems to be an important parameter in determining the magnitude of shrinkage, rather than the amount of moisture loss. This also supports the theory that the capillary tensile forces set up during drying is an important contributory factor for the drying shrinkage of concrete. D 2000 Elsevier Science Ltd. All rights reserved. Keywords: Drying; Shrinkage; Pore size distribution; Alkali-activated cement; Granulated blast-furnace slag 1. Introduction Alkali-activated slag binders based on 100% slag plus activator has been extensively reported in the literature; Talling and Brandstetr [1] and Roy [2] provide a compre- hensive state of the art summary. Alkali-activated slag concrete (AASC) has been shown to have higher drying shrinkage than ordinary Portland cement concrete (OPCC) [3±8]. Kutti et al. [3] measured 12-month drying shrinkage of NaOH + Na2CO3-activated AASC that was 1.83 times the drying shrinkage of OPCC when exposed to 59% relative humidity (RH). Malolepszy and Deja [4] and Hakkinen [5] measured 1.6 times higher drying shrinkage of AAS mortars compared with OPC mortars. Collins and Sanjayan [7] measured 57% higher drying shrinkage of AASC than OPCC when subjected to 50% RH. The pore size distribu- tion and the calcium silicate hydrate gel characteristics have a critical influence on the magnitude of drying shrinkage [9,10]. The precise nature of the microstructural model, which describes shrinkage behaviour, is subject to debate between three main models: the Powers model [11], Feld- man±Sereda model [12], and Munich model [13]. Although the various models cite different mechanisms that contribute to shrinkage, namely disjoining pressures or water move- ment or water±solid interaction, or a combination of these, two common factors have a critical influence on shrinkage: the pore size distribution and the calcium silicate hydrate gel characteristics. Formation of a shrinkage-prone silica gel has been put forward as an explanation of this phenomenon [3,8,14]. Details of an experimental program carried out to study the influence of pore size distribution on drying shrinkage of AASC are reported in this paper. The pore size distribution was obtained from mercury intrusion porosimetry tests on AAS pastes. Initially, the tests were carried out on AAS concrete samples. However, the results from concrete sam- ples were found to be highly variable due to the presence of randomly located aggregate particles. The porosimetry re- sults on pastes were found to be very consistent and there- fore all the pore distribution results reported in this paper are based on pastes. * Corresponding author. Tel.: +61-3-9653-1234; fax: +61-3-9654- 7117. E-mail address: fgco@maunsell.com.au (F. Collins). Cement and Concrete Research 30 (2000) 1401±1406 0008-8846/00/$ ± see front matter D 2000 Elsevier Science Ltd. All rights reserved. PII: S0008-8846(00)00327-6
  • 2. 2. Experimental program 2.1. Materials The chemical composition and properties of the cemen- titious binders are summarised in Table 1. The binders used are ground granulated blast furnace slag (slag) and Portland cement (OPC). The term water/binder (w/b) ratio is used instead of water/cement ratio (w/c) to include both the binders mentioned above. The slag is supplied with pre- blended gypsum containing 2% SO3. The activators and adjuncts utilised were powdered sodium metasilicate and hydrated lime. The method of use in concrete has been outlined earlier by Collins and Sanjayan [7]. The coarse aggregate consisted of 14-mm maximum size basalt with a specific gravity of 2.95 and 24-h water absorption of 1.2%. The fine aggregate consisted of river sand with a specific gravity of 2.65, 24-h water absorption of 0.5%, and a fineness modulus of 2.19. The concrete mixture proportions for OPC concrete (OPCC) and AAS concrete (AASC) are summarized in Table 2. The materials used for concrete making, the method of preparing concrete mixes in the laboratory, and the tests for fresh and mechanical concrete properties reported in this paper were in accordance with the Australian Standard AS1012, except for the type of curing. Shrinkage prisms were made of dimensions 75  75  285 mm and following demoulding after 24 h, a triplicate set of samples were exposed to 23°C and 50% RH. 2.2. Testing of pastes by mercury intrusion porosimetry Mixing of OPC and AAS pastes was conducted in a 20-l stainless steel mixing bowl. Mixing was by machine mixing at 98 revolutions per minute in a Kenwood KNM20 planetary mixer. For OPC paste, following weighing of the correct quantities of binder and water, the sequence of mixing consisted of 2 min mixing followed by 2 min of rest, followed by further mixing for 2 min. The slag and the sodium silicate activator were preblended in the dry form for 2 min. The mixing water was then added. The hydrated lime was added as a 1:3 hydrated lime:water slurry. The mixing procedure was the same as for the OPC paste. The fluid pastes were poured into cylindrical moulds, which had internal dimensions of 63-mm diameter  98-mm length. The w/b*** of OPC and AAS pastes was 0.5. Following demoulding at 1 day, samples from each paste type were exposed to 23°C and 50% RH for 3, 7, 28, and 56 days. At the required time of test, the samples were crushed to a size adequate to pass a 2.36-mm sieve. The pore size distribution was determined using a Micro- meritics Autopore III 9429 porosimeter which was capable of pressures from 0 to 414 MPa (60000 psi). A hydraulic pump generates the pressure and a contact sensor measures the mercury volume. All operations are automated by microprocessor and are conducted within a fully enclosed pressure chamber. The assumed surface tension of the triple- distilled mercury was 0.484 N/m at 25°C (ASTM D 4404- 84 1992). The density of the mercury was 13.546 g/ml and the assumed contact angle was 140°. 3. Drying shrinkage and weight loss Results of drying shrinkage are summarized in Fig. 1. AASC shows considerably higher rate of drying shrinkage as compared with OPCC. The weight change of the shrink- age prisms due to egress of moisture from the sample, expressed as percent weight change of the total specimen weight is shown in Fig. 2. OPCC generally shows greater weight loss during drying than AASC. The differences in weight loss between OPCC and AASC tend to converge towards 365 days. Kutti [3] and Malalepszy and Deja [4] also measured higher weight loss in OPCC than AASC. OPCC loses more weight of water during drying than AASC yet shows significantly lower Table 1 Properties of cementitious materials Constituent/property Slag OPC SiO2 (%) 35.04 19.9 Al2O3 (%) 13.91 4.62 Fe2O3 (%) 0.29 3.97 MgO (%) 6.13 1.73 CaO (%) 39.43 ± Na2O (%) 0.34 ± TiO2 (%) 0.42 ± K2O (%) 0.39 0.57 P2O5 (%) < 0.1 ± MnO (%) 0.43 ± Total sulphur as SO3 (%) 2.43 2.56 Sulphide sulphur as S2 À 0.44 ± Cl (ppm) 80 ± Fineness (m2 /kg) 460 342 Loss on ignition (%) 1.45 2.9 Time to initial set (h) N/A 2.0 Strength of 75  75  75 mm mortar cubes (MPa) N/A 32.7 3 Days 42.0 7 Days 54.1 28 Days Table 2 Summary of concrete mixture proportions (kg/m3 ) Constituents OPCC AASCa OPC 360 ± Slag ± 360 Free waterb 180 180 w/b 0.5 0.5 Fine aggregate 830 830 Coarse aggregate, 14 mm 1130 1130 Air content (%) 0.5 1.2 a Slag activated by powdered sodium silicate and lime slurry. b Adjustments made for water in aggregates (to saturated surface dry F. Collins, J.G. Sanjayan / Cement and Concrete Research 30 (2000) 1401±14061402
  • 3. magnitude of shrinkage. Therefore, the it must be concluded that the mechanism of high drying shrinkage of AASC is not entirely due to the quantity of weight loss of water from the concrete. Previous studies by Wittmann [9] and Young [10] show that the pore size distribution and the calcium silicate hydrate gel characteristics have a critical influence on the magnitude of drying shrinkage. 4. Influence of pore size distribution on drying shrinkage Pore sizes can be classified according to the International Union of Pure and Applied Chemistry (IUPAC) system [15] as described in Table 3. The capillary pores comprise both the mesopores and macropores and constitute the water filled space existing between original cement grains, whereas the micropores constitute part of the calcium silicate hydrate gel compo- nent. Shrinkage under practical conditions depends on loss of water from the mesopores and also the size of the macropores, which determines how easily water may be lost from the mesopores [10]. The pore size distribution of slag±OPC blended cements becomes finer with increasing slag content [16,17]. In the case of alkali-activated slag, the proportion of pores in the micropore size range tend to be higher than OPC [5,18±22]. The number of pores within the capillary range is lower than OPC [21±23]. Following fog room curing, Shi [24] found OPC to have a continuous pore size distribution within the 5- to 1200-nm pore sizes whereas sodium-silicate-activated slag contained pores either in the sizes less than 10 nm or greater than 200 nm. Fig. 3 shows the envelope of cumulative pore size distribution for OPC paste (OPCP) and AAS paste (AASP) which were measured at 3, 7, 28, and 56 days. The envelopes show AASP has a finer pore size distribution than OPCP. Analysis of the incremental pore size distribution data shows that AASP has a much higher proportion of pore sizes within the mesopore limits than OPCP, as shown in Table 4. The proportion of pores within the mesopore classification ranges from 74.0% to 82.0% for AASP compared with 24.7±36.4% for OPCP. The higher total Fig. 1. Drying shrinkage of OPCC and AASC, esposed from day 1 onwards to 50% RH and 23°C, w/h = 0.5. Fig. 2. Weight loss of shrinkage prisms when exposed from day 1 onwards. Table 3 IUPAC pore size classification Pore description Radius (nm) Micropores < 1.25 Mesopores 1.25±25 Macropores 25±5000 Entrained air voids, entrapped air voids, preexisting microcracks 5000±50000 F. Collins, J.G. Sanjayan / Cement and Concrete Research 30 (2000) 1401±1406 1403
  • 4. volume of mesopores in AASP could explain the higher magnitude of drying shrinkage of AASC. 5. Effect of capillary tensile forces on drying shrinkage Shimomura and Maekawa [25,26] and Shimomura [27] proposed a micromechanical model to describe drying shrinkage behaviour that was based on pore size distribution and thermodynamic behaviour of water in the pores. Part of the model involved computation of a parameter rs, which is defined as the radius of the pores where the meniscus forms; i.e., the pores whose radii are smaller than rs are assumed to be filled with liquid water while pores larger than this are dry. As the drying progresses, the parameter rs would decrease. It was hypothesized by the researchers [25±27] that the smaller the parameter rs the larger the capillary tensile forces set up at the meniscus (the interface between water and air), hence higher the resulting shrinkage. Weight-loss data for AASC and OPCC, which was discussed above, was used to determine the volume of water that was dried from the paste. Compensation was made to Fig. 3. Cumulative pore size distribution of OPCP and AASP at 3, 7, 28, and 56 days. Table 4 Pore size proportions with IUPAC classifications for AASP and OPCP % Mesopores % Macropores % Voids/microcracks Age (days) AASP OPCP AASP OPCP AASP OPCP 3 74.0 36.4 16.6 56.7 9.4 6.9 7 76.0 35.2 14.9 59.6 9.1 5.2 28 82.0 32.7 10.4 62.2 7.6 5.1 56 81.3 24.7 12.5 69 6.2 6.3 Table 5 Computaion of rs and values of measured shrinkage OPC AAS Age (days) 3 7 28 56 3 7 28 56 Drying shrinkage (exposed) eex 94 255 413 488 159 293 865 1204 Shrinkage (sealed) ese 3 43 184 241 19 59 205 299 eex À ese 91 212 229 247 140 234 660 905 % Moisture loss from prisms 1.61 2.03 2.65 2.96 0.90 1.23 1.67 2.03 Volume of water dried for paste, Vd (%) 13.4 16.9 22.1 24.7 7.4 10.1 13.7 16.6 Total porosity % (from porosimetry on pastes) 34.7 34.4 35.6 33.6 33.2 32.2 31.4 24.3 rs (from PSD using volume water dried), nm 74.7 48.7 34.9 26.4 38.1 12.4 8.7 3.9 F. Collins, J.G. Sanjayan / Cement and Concrete Research 30 (2000) 1401±14061404
  • 5. account for the relative proportions and densities of the concrete constituents. The cumulative pore size distribution (PSD) curves were then used to calculate rs. Values of rs are shown in Fig. 3 and Table 5. In the case of activated slag, Fig. 3 shows values of rs are within the 3.9±38.1 nm range, whereas OPCP values of rs are larger than the mesopores. There are significantly fewer pores within the macropore region for AASP and hence drying of water affects the pores within the mesopore region more quickly (per amount of water weight loss) than OPCP. This would explain that the weight loss during drying of AASC is less than OPCC whereas the magnitude of drying shrinkage is significantly higher. Fig. 4 shows measured shrinkage strain versus rs for the two binder types. When rs becomes less than 16 nm, the rate of shrinkage rapidly increases. Significant drying of meso- pore water takes place in the case of activated slag and this would explain the difference in behaviour between the binder types. 6. Conclusions 1. Investigation of drying shrinkage of AASC shows the magnitude of drying shrinkage is greater than OPCC for equivalent concretes. 2. The weight loss during drying is less for AASC than OPCC, although the magnitude of shrinkage strain is greater. 3. The pore size distribution shows up to 82% pores in the mesopore range for AASP compared with 36.4% for OPCP. Analysis of weight loss data indicates that drying of water from mesopores occurs with AASP compared with OPCP, which shows none, and this may be the reason for higher drying shrinkage of AASP. 4. Although the AAS samples lost less moisture than OPC samples, the radius of pore where the meniscus forms is smaller for the AAS than OPC pastes. The results support the theory that capillary tensile forces set up during drying is a very significant factor for the drying shrinkage of AAS. Acknowledgments The financial support for this project is jointly provided by Independent Cement and Lime Pty, Blue Circle Southern Cement and Australian Steel Mill Services. The authors thank the sponsors especially Alan Dow, Tom Wauer, Katherine Turner, Wayne James, Paul Ratcliff, John Ashby, and Dr. Ihor Hinczak for the guidance and support. The enthusiastic participation of final-year students Dennis Kueh, Soon Keat Lim, and Eric Tan in this project is very much appreciated. The efforts and assistance with the laboratory work provided by Jeff Doddrell, Roger Doulis, and Peter Dunbar are also gratefully acknowledged. The work presented in this paper was carried out as part of Frank Collins' PhD thesis at the Department of Civil Engineering, Monash University. References [1] B. Talling, J. Brandstetr, Present state and future of alkali-activated slag concretes, Proc. 3rd Int. Conf. on Fly Ash, Slag, and Natural Pozzolans in Concrete, Trondheim, Norway, ACI SP-114 2, American Concrete Institute, 1989, pp. 1519±1546. [2] D.M. Roy, Alkali-activated cements: opportunities and challenges, Cem Concr Res 29 (2) (1999) 249±254. [3] T. Kutti, L. Berntsson, S. Chandra, Shrinkage of cements with high content of blast-furnace slag, . Proc. 4th CANMET/ACI Int. Conf. on Fly Ash, Slag, and Natural Pozzolans in Concrete, Istanbul, Turkey, AmericanConcreteInstitute,1992,pp.615±625Supplementarypapers. [4] J. Malolepszy, J. Deja, The influence of curing conditions on the mechanical properties of alkali activated slag binders, Silic Ind 11 (12) (1988) 179±186. [5] T. Hakkinen, The microstructure of high strength blast furnace slag concrete, Nord Concr Res 11 (1992) 67±82. [6] E. Douglas, A. Bilodeau, V.M. Malhotra, Properties and durability of alkali-activated slag concrete, ACI Mater J 89 (5) (1992) 509±516. [7] F. Collins, J.G. Sanjayan, Cem Concr Res 29 (3) (1999) 455±458. [8] H. Kukko, R. Mannonen, Chemical and mechanical properties of alkali-activated blast furnace slag (F-concrete), Nord Concr Res 1 (1982) 16.1±16.16. [9] F.H. Wittmann, Creep and shrinkage mechanisms, in: Z.P. Bazant, F.H. Wittmann (Eds.), Creep and Shrinkage in Concrete Structures, Wiley, Chichester, 1982, pp. 129±161. [10] J.F. Young, Physical mechanisms and their mathematical descriptions, in: Z.P. Bazant (Ed.), Mathematical Modelling of Creep and Shrinkage of Concrete, Wiley, Chichester, 1988, pp. 63±98. [11] T.C. Powers, The thermodynamics of volume change and creep, Mater Constr 1 (6) (1968) 487±507. [12] R.F. Feldman, P.J. Sereda, The model for hydrated Portland cement paste as deduced from sorption-length change and mechanical proper- ties, Mat and Constr 1 (1968) 509±520. Fig. 4. Drying shrinkage (excluding autogenous shrinkage) versus rs for AAS and OPC; w/b = 0.5. F. Collins, J.G. Sanjayan / Cement and Concrete Research 30 (2000) 1401±1406 1405
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