Ijraset Journal For Research in Applied Science and Engineering Technology
Authors: Bangaru Sai Srinivas, K.V.V. Rama Raju
DOI Link: https://doi.org/10.22214/ijraset.2022.40537
Certificate: View Certificate
Nano technology plays a very vital role in all the areas of research. The incorporation of nano materials in concrete offers many advantages and improves the workability, the strength and durability properties of concrete. In this study an attempt has been made to carry out an experimental investigation on concrete in which cement was replaced with nano sized cement. Nano-silica has a unique advantage in the potential pozzolanic-reaction with cement hydration products over other nanoparticles. Addition of Nano-silica is known to redefine pore size and distribution which would alter the durability of the concrete. Ordinary Portland cement of 53 grade was ground in a ball grinding mill to produce nano cement. . Nano technology is an emerging field of interest for civil engineering utility. A few of the nano substances presently used in concrete, nano-silica very own greater pozzolanic nature. It has the functionality to react with the unfastened lime inside the route of the cement hydration and bureaucracy extra C-S-H gel giving strength, impermeability and durability to concrete. Present paper investigates the effects of addition of nano silica in normal strength of concrete. The present research deals with Partial alternative cement through nano silica powder as partial replacements in concrete at associate with various materials like OPC53 grade cement, fine aggregate, coarse aggregate to check their suitability for making concrete. The mix proportions of concrete were modified as micro silica (5%, 7.5%, 10%, 15%) and nano silica (1%, 1.5%, 2%, 2.5%) as partial replacement of cement. The cubes were cast by replacing Specimens were cast as per mix design and the tests are conducted after proper curing, the tests are compressive strength of cubes (150mm x 150mm x 150mm) and split tensile strength of cylinders (150mm x 300mm). The results had been compared with the outcomes of concrete specimens with 0% of nano silica.
A. General
Concrete is one of the prime materials for structures and it is widely used for various applications all over the world. Aggregates and cement play a major role in concrete. In India there is a great shortage of natural aggregates. Production of cement liberates same amount of carbon dioxide which is the great cause of ozone depletion. This effect creates a question on the sustainability of concrete. In order to make concrete a sustainable material, suitable engineering approaches can be done.
Apart from this waste generation has increased considerably and find no way for disposal. In order to overcome this, industrial and agro- waste materials can be used as alternate building materials. In this present study I made an attempt by utilizing industrial waste such as silica fume (micro silica) and nanosilica as suitable substitutes in concrete.
B. Advantages Of Using Silica Fume
C. Advantages of Nano Silica
II. LITERATURE REVIEW
The usage of industrial by-products especially industrial by-products in making of concrete is an important study of worldwide interest. Many researchers have investigated the possible use of micro silica and nano silica as a partial replacement of cement. For this study, some of the important literatures were reviewed and presented briefly
A. Reviews on Literature
III. METHODOLOGY
IV. PRELIMINARY TEST
The empty weight of specific gravity bottle was noted as W1. The specific gravity bottle was filled with kerosene and weight noted as W4. Some of the kerosene was taken out and filled with cement and the weight measured as W3.
Weight of bottle with cement as W2 .Table 5.1 shows the specific gravity of cement.
Table Specific Gravity of Cement
S.No |
Description |
Trial No.1 |
Trial No.2 |
Trial No.3 |
1 |
Weight of empty bottle (W1) gm |
68 |
68 |
68 |
2 |
Weight of bottle + cement (W2) gm |
178 |
170 |
180 |
3 |
Weight of bottle + kerosene + |
240 |
230 |
248 |
cement (W3) gm |
||||
4 |
Weight of bottle + kerosene (W4) |
168 |
168 |
168 |
Gm |
||||
5 |
Specific gravity of cement |
2.89 |
2.9 |
3.5 |
Specific gravity of cement = (W2- W1)/[(W2- W1)-(W3-W4)]. Specific gravity of cement = 3.15
A. Fine Aggregate
Table Sieve Analysis of Fine Aggregate
S.No |
IS Sieve |
Weight Retained (g) |
Percentage of weight Retained |
Cumulative percentage of Weight Retained |
Cumulative percentage of passing |
1 |
4.75 |
40 |
4 |
4 |
96 |
2 |
2.36 |
34 |
3.4 |
7.4 |
92.6 |
3 |
1.18 |
203 |
20.3 |
27.7 |
72.3 |
4 |
0.8 |
366.5 |
36.65 |
64.35 |
35.65 |
5 |
0.6 |
247 |
24.7 |
89.05 |
10.95 |
6 |
0.3 |
87.5 |
8.75 |
97.8 |
2.2 |
7 |
0.18 |
16.5 |
1.65 |
99.45 |
0.55 |
8 |
Pan |
5.5 |
0.55 |
100 |
0 |
Total cumulative % of weight retained |
310.25 |
Fineness Modulus of Fine aggregate = Total percentage of cumulative/100 Fineness Modulus of Fine aggregate= 3.10
Fine aggregate conforming to zone II as per IS 383-1970.
2. Specific gravity: The pycnometer was dried thoroughly and weighed as W1. Fill two third part of pycnometer with sand and was weighed as W2. The pycnometer was filled with water up to the top without removing the sand. Then it was shaken well and stirred thoroughly with the glass rod to remove the entrapped air. After the air was removed, the pycnometer was completely filled with water up to the mark. Then outside of the pycnometer was dried with a clean cloth and is weighed as W3. The pycnometer was cleaned thoroughly. The pycnometer was completely filled with water up to top. Then outside of the pycnometer was dried with a clean cloth and was weighed as W4. Table 5.3 shows the specific gravity for fine aggregate
Table Specific Gravity of Fine Aggregate
S. No. |
Observations |
Trial No 1 |
Trial No 2 |
Trial No 3 |
1 |
Wt of empty container W1(gm) |
620 |
620 |
620 |
2 |
Wt of container+sampleW2(gm) |
874 |
882 |
862 |
3 |
Wt of |
1592 |
1602 |
1610 |
container+sample+waterW3(gm) |
||||
4 |
Wt of container+waterW4 (gm) |
1448 |
1448 |
1448 |
5 |
Specific Gravity |
2.3 |
2.43 |
2.42 |
Specific Gravity of Fine Aggregate = (W2-W1)/[(W2-W1)-(W3-W4)] Specific Gravity of Fine Aggregate = 2.38
3. Water absorption
Take 1000 g of fine aggregate (W1). The sample was filled with water and kept for 24 hours. After 24 hours immersion, the sample was taken out and dried in air for getting the saturated surface dry condition (SSD). Then, it was weighed (W2). Table shows the observed reading of water absorption of Fine aggregate.
Table Water Absorption of Fine aggregate
S. No. |
Observations |
Trial No 1 |
Trial No 2 |
Trial No 3 |
1 |
Weight of sample taken W1(gm) |
1000 |
1000 |
1000 |
2 |
Weight of sample in SSD state |
1009.8 |
1009 |
1008.2 |
W2(gm) |
||||
3 |
Water Absorption |
0.98 |
0.9 |
0.82 |
Water absorption |
= {(W1-W2)/W1)} x 100 |
Water absorption |
= 0.9% |
B. Coarse Aggregate
Table Sieve Analysis of Coarse Aggregate
Sieve size |
Weight |
Percentage |
Percentage |
Cumulative |
(mm) |
retained |
of Weight |
Weight of |
percentage of weight |
|
(gm) |
retained |
passing |
Retained |
40 |
0 |
0 |
0 |
200 |
20 |
1032.5 |
103.25 |
103.25 |
96.75 |
12.5 |
895 |
89.5 |
192.75 |
7.25 |
10 |
51.5 |
5.15 |
197.9 |
2.1 |
4.75 |
21 |
2.1 |
200 |
0 |
Total Cumulative percentage of weighted retained |
306.1 |
Fineness Modulus of coarse aggregate = 3.06
2. Specific Gravity: The test procedure was same as that of specific gravity of fine aggregate. The Table 5.6 shows the observed reading of specific gravity test on coarse aggregate.
Table Specific Gravity Test of Coarse Aggregate
S. No |
Observations |
Trial No 1 |
Trail No 2 |
Trail No 3 |
1 |
Weight of empty container W1 (gm) |
458 |
458 |
458 |
2 |
Weight of container +sample |
938 |
937 |
1940 |
W2(gm) |
||||
3 |
Weight of container + sample + |
1570 |
1561 |
1570 |
water W3(gm) |
||||
4 |
Weight of container + water W4 |
1260 |
1260 |
1260 |
(gm) |
||||
5 |
Specific Gravity |
2.85 |
2.81 |
2.91 |
Specific Gravity of Coarse Aggregate = (W2-W1)/[(W2-W1)-(W3-W4)]
Specific Gravity of Coarse Aggregate = 2.85
3. Water Absorption: The test procedure was same as that of water absorption of Fine aggregate. The following observation shows the water absorption test for coarse aggregate. Table 5.7 shows the observed reading of water absorption on Coarse aggregate.
Table Water Absorption of Coarse aggregate
S. No. |
Observations |
Trial No 1 |
Trial No 2 |
Trial No 3 |
1 |
Weight of sample taken W1(gm) |
1000 |
1000 |
1000 |
2 |
Weight of sample in SSD state W2(gm) |
1002.5 |
1003.15 |
1001.67 |
3 |
Water Absorption |
0.23 |
0.315 |
0.17 |
Water absorption of coarse aggregate = {(W2-W1/W1)} x 100
Water absorption of coarse aggregate = 0.3%
4. Impact test on Coarse Aggregate: The test sample consists of aggregate sized 10.0mm and 12.5mm. the aggregates passing through 12.5mm sieve and retained on 10mm sieve comprises the test material. The aggregates are poured to fill about 1/3rd depth of the measuring cylinder. The measuring cup is placed in position on the base of machine and compacted by giving 25 gentle strokes with tamping rod. Raise the hammer until its lower face is 380mm above the surface of aggregates sample in the cup and allow to fall freely on the aggregate sample. the crushed aggregate is removed from the cup and sieved through 2.36mm sieve. The fraction passing through the sieve is weighed. The observations on impact values of coarse aggregate is shown in Table.
Table Impact test on Coarse aggregate
S. No. |
Observations |
Trial No 1 |
Trial No 2 |
1 |
Weight of sample taken W1(gm) |
358 |
345 |
2 |
Weight of sample passing 2.36mm sieveW2(gm) |
83 |
76 |
3 |
Water Absorption |
23 |
22 |
Aggregate Impact Value (percent) = W2 / W1 X 100 Impact value of coarse aggregate= 23%
V. MIX PROPORTIONS
A. Mix Proportions for Normal Concrete
Cement = 340 Kg/m3
Fine aggregate = 640 Kg/m3
Coarse aggregate = 1214 Kg/m3
Water – cement ratio = 0.45
Super plasticizer = 6.8 Kg/m3
Table Mix Ratio
Cement |
Fine Aggregate |
Coarse Aggregate |
Water |
Super Plasticizer |
1 |
1.88 |
3.37 |
0.45 |
0.0068 |
VI. RESULTS AND DISCUSSION
In this chapter, the results of workability, compressive strength, split tensile strength and flexural strength obtained from the experimental study are given in the form of graph and made discussion also.
??????????????A. Workability of Concrete
Fig shows the variation of slump value of concrete using micro silica and nanosilica. To increase the workability super plasticizer is added upto 2% of cementitious material.
???????B. Compressive Strength
Compressive test is the most common test conducted on hardened concrete, partly because it is an easy test to perform, the partly because most of the desirable characteristic properties of concrete are qualitatively related to its compressive strength. The compressive test is carried out on specimens cubical or cylindrical in shape. The cube specimen is of the size 150mm x 150mm x 150mm. The test cube specimens are made as soon as practicable after mixing and such a way as to produce full compaction of the concrete with neither segregation nor excessive laitance.
Fig shows the compressive strength of concrete using copper slag at 7th and 28th day. The results showed that the compressive strength of concrete is increased in M3 mix (SF 7.5% and NS 1%), beyond that compressive strength was decreases due to increases free water content in the mixes. The excessive free water content in the mixes with silica content causes the bleeding and segregation in concrete. Therefore, it leads reduction in the concrete strength. The highest compressive strength was achieved at 7.5% replacement of cement with micro silica and 1% with nanosilica , which was found about 23.52 N/mm2 which is more than 20% compared to the control mix.
???????C. Split Tensile Strength
The tensile strength of concrete is one of the basic and important properties. Splitting tensile strength test on concrete cylinder is a method to determine the tensile strength of concrete. The concrete is very weak in tension due to its brittle nature and is not expected to resist the direct tension. The concrete develops cracks when subjected to tensile forces. Thus, it is necessary to determine the tensile strength of concrete to determine the load at which the concrete members may crack.
Fig shows the split tensile strength of concrete using copper slag at 28th day. The split tensile strength of concrete showed similar behavior to the compressive strength. The results showed that the split tensile strength is increased upto 8.5% replacement of fine aggregate using silica fume and nanosilica, beyond that the split tensile strength value reduced but it more than the split tensile strength of control mix. The results showed that the replacement of fine aggregate using copper slag in concrete increases the tensile strength of about 46.20 % with that of control mixture.
Test results obtained in this study indicate that up to 1% nano silica and 7.5% micro silica, could be advantageously blended with cement without adversely affecting the strength. However, optimum levels of these materials are 1~3% nano silica, 3~8% of micro silica in concrete mixes. Based on experimental results, following conclusion are drawn. It was found that the maximum compressive strength achieved is 23.52 N/mm2 at 7.5% of silica fume and 1% of nanosilica replacement combination. So this strength is greater than the control mix and those achieved for concrete mix name of CM, M1, M2, M3 and M4 is 23 N/mm2,20 N/mm2,20.33 N/mm2,23.52 N/mm2 ,19.55 N/mm2 respectively as compare to strength of plain cement concrete for 28 days . The optimum split tension strength was obtained at 7.5% of silica fume and 1% of nanosilica in the replacement of cement as 2.69 N/mm2 which is much greater than the control mix and those achieved for concrete mix name as CM, M1, M2, M3 and M4 is 1.84 N/mm2, 1.74 N/mm2, 2.26 N/mm2, 2.69 N/mm2, 1.83 N/mm2 respectively as compare to strength of plain cement concrete for 28 days. The excess addition of silica fume and nanosilica reduces workability. However, in some cases it improves the workability. Silica fume inclusion increases the compressive strength of concrete significantly (6-57%). The increase depends upon the replacement level.
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Copyright © 2022 Bangaru Sai Srinivas, K.V.V. Rama Raju. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Paper Id : IJRASET40537
Publish Date : 2022-02-27
ISSN : 2321-9653
Publisher Name : IJRASET
DOI Link : Click Here