Statistical modeling of high and low volume of fly ash high compressive strength concrete.
Padmanaban, I. ; Kandasamy, S. ; Natesan, S.C. 等
Introduction
Fly ash is an inorganic, non-combustible by-product of coal-burning
power plants. As coal is burnt at high temperatures, carbon is burnt off
and most of the mineral impurities are carried away by the flue gas in
the form of ash. Fly ash is a pozzolanic material possessing no
cementitious value but which will, in finely divided form and in the
presence of moisture, chemically react with calcium hydroxide at
ordinary temperature to form compounds possessing cementitious
properties (Basu Prabir, C. and Subhajit Saraswati 2006) [1]. In the
presence of moisture, alumino-silicates within the fly ash react with
calcium ions to form calcium silicate hydrates. Today, there is a
general trend to replace higher levels of Portland cement with fly ash
in concrete. The increased pressure to use higher levels of fly ash in
concrete stems from three main aspects. The first aspect is economics.
In most markets fly ash is less expensive than Portland cement.
Therefore, as the replacement level of fly ash increases, the cost of
concrete production decreases. The second aspect and arguably the most
important is the environment. Fly ash is an industrial by-product, much
of which is deposited in landfills if not used in concrete. Also from an
environmental perspective, the more fly ash being utilized in concrete,
the less demand for Portland cement, the less Portland cement
production, and therefore lower C[O.sub.2] emissions. The third and
final aspect influencing the use of higher replacement levels is the
technical benefits of high volume fly ash concrete (HVFAC). HVFAC has
improved performance over ordinary Portland cement concrete, especially
in terms of durability when appropriately used. Although there are
clearly economic and environmental benefits associated with the use of
high levels of fly ash in concrete, there is relatively little
information on the behavior of such concrete and almost no guidance on
its production or use. The aim of the investigation is to utilize
effectively low volume and high volume fly ash in concrete and to
develop mathematical models using response surface methodology.
Experimental Investigations
Materials
Ordinary Portland Cement (OPC-53 grade) conforming to IS:
12269-1987 was used in the investigation. The required quantity was
procured as single batch, stored in airtight bags and used for the
experimental programme. Locally available river sand conforming to Zone
II of IS: 383(1970) was used as fine aggregate. The coarse aggregate was
20mm size crushed granite stone obtained from the local quarry. Potable
water was used for casting specimens and curing purposes. Usually
superplasticizers are added as 2-4% of cement mass or 5 to 15 lts per
[m.sup.3] of concrete. In this investigation, a sulphonated naphthalene
polymer SUPAFLO- superplasticizer, 2% by weight of binder was added as
admixture to enhance workability. Class F Fly ash procured from Mettur
Thermal Power Plant was used as partial replacement of cement.
Properties of Constituent materials are given in Table 1
Mix proportions
High Strength and performance mix can be produced by reducing
water-cement ratio lower than that for normal concrete. This is possible
because of the chemical admixtures .Mix proportioning of HVFAC is a more
critical process than that for normal conventional concrete in view of
high fines content and low w/b ratio. Jiang and Malhotra [2] suggested a
mix proportioning method based on combination of empirical results and
absolute volume method. Based on this method the mix proportion obtained
was 1: 1.4: 2 & w/b 0.36. Concrete cubes, 150 mm in size were tested
for compressive strength as per BIS IS 516-1959 [3]. A total of 105 Cube
specimens were cast for testing. Details of various mixes used are given
in Table 3.
Experimental Studies on HVFAC & LVFAC MIXES
Compressive strength studies were conducted on various mixes (M60)
to study the effect of fly ash in Concrete. The test results are
presented in the Table 4.
Results and Discussion
Compressive Strength
The results of compressive strength at the age of 3, 7, 28, 56, 90
days are reported in Table 4 and the variation is shown in Fig. 1. It
has been observed that compressive strength decreased with increased
addition of fly ash content. With low quantity of fly ash,
characteristic behavior of fly ash mix is alike. The FA-10 of 10%
replacement with fly ash showed compressive strength characteristics
greater than control reference mix FA-0 at the age of 90 days. Similarly
Higher volume of fly ash content, FA-40, FA-50, FA-60 are showing alike
characteristic features. From Fig 2, it is clear that the age affects to
a greater extent the strength of mix. With increase in age, the strength
of mix also increases up to the age of 28, 56 and 90 days. With
replacements of cement by fly ash up to 30 % shows similar proportions
of strength at their ages; Whereas there is a vast variation in strength
achievement in replacing cement by higher quantity of fly ash. The
percentage decrease with reference to control mix is 6.23, 7.9, 9.1,
11.1, and 17.8 for the fly ash mixes FA-20, FA-30, FA-40, FA-50 and
FA-60 respectively. At the age of 90 all the fly ash mixes are able to
achieve strength near to 60MPa except FA 60 as suggested by
Sivasundaram, V. and Malhotra V.M. (2004) [5]. The variation between
compressive strength and the age is shown in Fig 3 and their
relationship is given by y = 10.78 Ln(x) +13.837 where y is compressive
strength in MPa and x is age in days.
Statistical approach
Based on statistical approach given by Ghezal A. and Kamal H.
Khayat [4] the following models were developed for compressive strength
at the ages of 3, 7, 28, 56, 90
The conversion between coded values and absolute values can be
calculated as follows
Coded B = (absolute B-350)/150
Coded FA = (absolute FA-150)/150
Coded w/c = (absolute w/c-0.63)/0.27
Coded C/TA = (absolute C/TA-0.2058825)/0.0882355
The compressive strength models developed based on the coded values
are as follows
90-day fc model, MPa = 60.75 -2.63 FA -3.25 W/C + 268.26 B.B- 6.03
W/C.W/C -266.57 C/TA.C/TA + 3.97 FA.W/C
56-day fc model, MPa = 79.37 -55.84 FA +47.62 W/C + 210.01 B.B-
8.92 W/C.W/C -223.37 C/TA.C/TA - 1.02 FA.W/C
28-day fc model, MPa = 88.48-104.84 FA + 93.75 W/C + 40.65 B.B +
26.39 W/C.W/C -29.59 C/TA.C/TA-75.96 FA.W/C
3-day fc model, MPa = 3.35+41.77 FA -49.57 W/C -102.62 B.B+16.44
W/C.W/C +11.33 C/TA.C/TA-2.54 FA.W/C
The main strength affecting parameters C, FA, W/C, and C/TA with
their interrelationship are plotted in fig 4, 5, 6. The corresponding
contour plot of the respective figure of 4, 5, 6 are shown in fig 7, 8,
9 respectively. It is clear from the contour graphs, with the increase
in cement content and C/TA ratio, the compressive strength of fly ash
mix increases. As the C/TA ratio increases cement quantity is more when
compared to total Aggregate. Fifty percentages of Cement and fly ash
each in a mix produce strength in range between 58-60 MPa as shown in
the contour graph 8. Low w/c ratio and higher cement content produces
high strength fly ash mix concrete, effective addition of fly ash and
cement at optimum water content acquire the required strength. The above
model produces accurate results at their respective ages.
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Conclusions
Based on the experimental investigations on the fly ash mixes, the
following are concluded.
(1) Replacement of cement by fly ash in the range of 50-60%
achieved required strength characteristics at the age of 90 days.
(2) Low volume fly ash concrete (FA-10, FA-20, FA-30) mix can be
utilized for practical application at the age of 28 days. High Volume
fly ash concrete (FA-50, FA-60) can be utilized at the age of 90 days.
(3) Predicted mathematical model is applicable for mixes with w/c
ratio 0.36 to 0.9, Cement quantity 200-500 kg/[m.sup.3], fly ash in the
range 0 to 300 kg/[m.sup.3] and C/TA varying from 0.11 to 0.29.
(4) Age, Cement content, fly ash content, aggregate content are the
main parameters affecting the Compressive Strength.
(5) The predicted mathematical model for all ages for compressive
strength produced accurate results for the respective ages.
Reference
[1] Basu Prabir, C. and Subhajit Saraswati (2006),'High Volume
fly ash concrete with Indian ingredients', 'The Indian
Concrete Journal 80(3),pp. 37-48
[2] Jiang L.H., and Malhotra, V.M. (2000), 'Reduction in water
demand of non air-entrained concrete incorporating large volume of fly
ash', 'Cement and Concrete Research.30, ,pp. 1785-1789.
[3] BIS 1959. IS 516-1959, 'Methods of Tests for Strength of
concrete, Bureau of Indian Standards', New Delhi
[4] Ghezal A. and Kamal H.Khayat ,(2002), 'Optimizing
Self-Consolidating Concrete with Limestone Filler by using Statistical
Factorial Design Methods', 'ACI Materials Journal, pp.
264-272.
[5] Sivasundaram,V. and Malhotra V.M. (2004), 'High
Performance high volume fly ash', 'The Indian Concrete Journal
78(11) , pp. 13-21
I. Padmanaban (1), S. Kandasamy (2) and S.C. Natesan (3)
(1) Sr. Lecturer, V.L.B Janakiammal College of Engineering and
Technology, Coimbatore 641042, Tamil Nadu, India, E-mail:
padu2kin@gmail.com
(2) Dean, Anna University Tiruchirappalli -Ariyalur Campus, India,
E-mail: kandasks@yahoo.com
(3) Dean, V.L.B Janakiammal College of Engineering and Technology,
Coimbatore 641042, Tamil Nadu, India,
Table 1: Properties of the Constituent material.
Sl. Parameter OPC Fly Fine Coarse
No used Ash Aggregate Aggregate
1 Normal Consistency 26% 30% -- -
2 Finess by Sieving 80 78 -- -(%
45 micron)
3 Initial Setting Time (min) 30 85 -- -4
Final Setting Time(min) 360 400 -- -5
Specific Gravity 3.15 2.12 2.51 2.64
6 Bulk density(kg/[m.sup.3]) -- -- 1700 1600
7 Finess Modulus -- -- 2.81 4.12
8 Water Absorption -- -- 1.0% 0.5%
Table 2: Mix Proportions of the concrete.
Mix designation FA-0 FA-10 FA-20 Fa-30 FA40 FA-50 Fa-60
Fly ash in % 0 10 20 30 40 50 60
w-b ratio 0.36 0.36 0.36 0.36 0.36 0.36 0.36
Cement 500 450 400 350 300 250 200
(kg/[m.sup.3])
Fly ash 0 50 100 150 200 250 300
(kg/[m.sup.3])
Fine Aggregate 700 700 700 700 700 700 700
(kg/[m.sup.3])
Coarse 1000 1000 1000 1000 1000 1000 1000
Aggregate
(kg/[m.sup.3])
Water 180 180 180 180 180 180 180
(lit/[m.sup.3])
Super plasticizer 10 10 10 10 10 10 10
(kg/[m.sup.3])
Table 3: Compressive strength properties of concrete.
Cube Compressive Strength, MPa
Days
FA-0 FA-10 FA-20 FA-30 FA-40 FA-50 FA-60
3rd Day 33.76 30.37 30.56 26.45 23.83 20.12 18.15
7th Day 42.15 43.64 38.92 35.54 28.66 24.66 20.11
28th Day 61.12 60.68 56.23 54.53 48.4 40.12 38.45
56th Day 64.22 66.3 60.22 58.83 54.11 50.46 58.88
90th Day 66.25 67.48 62.12 61.01 60.21 58.88 54.42
The values reported in the table represent the average of three samples