Ijraset Journal For Research in Applied Science and Engineering Technology
Authors: Srivani. M, D. K. Ramadevi
DOI Link: https://doi.org/10.22214/ijraset.2024.65181
Certificate: View Certificate
Slab is largest member which consumes concrete and when load acting on the slab is large or clear span between columns is more, the slab thickness is increasing. It leads to consume more material such as concrete and steel due to that, self-weight of slab is increased. To avoid these disadvantages various studies are carried out and researchers suggest voided slab system [1]. To reduce the concrete in center of the slab by using hollow recycled plastic balls. High density polyethylene (HDPE) hollow balls replace the ineffective concrete in the center of the slab, thus decreasing the dead weight and increasing the efficiency of the floor. The advantages are less energy consumption both in production, transport and carrying out, less emission exhaust gases from production and transport, especially CO2 [2]. The aim of this paper is to discuss about the comparison of conventional slab and voided slab and also conventional beam and voided beam by using ANSYS software.
I. INTRODUCTION
Concrete has been used for many years and has played a chief role in creating vast infrastructure as well as residential projects. Voided beams are R.C.C beams which decrease the amount of concrete with the help of voids. Hollow core slab, also known as a voided slab. They are pre stressed concrete elements that have a constant cross section. In buildings, slab is one of the important structural member as well as the largest member consuming concrete. Therefore by using high density polyethylene balls the consumption of concrete can be optimized. Void forms in the middle of a slab eliminates 35% of a slabs self-weight removing constraints of high dead loads and short spans. Hollow cores are manufactured using high tensile strength pre stressed strands or single wire which are embedded within the element. Bubble deck eliminates up to 35% of the structural concrete when coupled with the reduced ground thickness and facade, smaller foundations and columns, construction fees may be reduced by as lots as 10%.On most tasks this technique gets rid of over 95% of highly-priced formwork as compared with conventional concrete structures. Regardless of project size, shape or complexity; simply shore, area, and pour to quickly deploy concrete decks. Off-site manufacturing, fewer vehicle trips and crane lifts in addition to simple installation all integrate to limit working risks, in addition to decrease health & safety risks.
The objectives of this project are,
II. LITERATURE REVIEW
III. FORMULATION
Deflection due to Live Load
(ACI 318-11 Table 9.5 b) ?L.L = ?u max X L.L / (1.2 D.L + 1.6 L.L) ‹ (L/360) Long-term Deflection:
(ACI 318-11 9.5.2.5) ? (3D.L+ L.L) = ?u max X (3D.L+ L.L)/ (1.2 D.L + 1.6 L.L) ‹ (L/180)
A. Benefits of BDS
According to representatives of technology in Brazil, many benefits can be cited for BDT, such as:
IV. ANALYSIS
S.NO |
Name of material |
Property |
Value |
1. |
Steel |
Modulus of Elasticity (E) |
200000 MPa |
Density (ρ) |
7850 kg/m3 |
||
Poisson’s Ratio(µ) |
0.3 |
||
2. |
Concrete |
Modulus of Elasticity (E) |
22361MPa |
Density (ρ) |
2308 kg/m3 |
||
Poisson’s Ratio(µ) |
0.18 |
||
3. |
HDPE balls |
Modulus of Elasticity (E) |
1035 MPa |
Density (ρ) |
970 kg/m3 |
||
Poisson’s Ratio(µ) |
0.4 |
Table 1 Material properties
Fig 1 Reinforcement detail given for conventional slab
Fig 2 Four side fixed support given in slab
Fig 3 load given for conventional slab
Fig 4 Total deformation
Fig 5 Directional deformation in slab
Fig 6 Reinforcement given for voided slab
Fig 7 Four side fixed support given for voided slab
Fig 8 Load given for voided slab
Fig 9 Voids arrangement in main rod
Fig 10 Total deformation
Fig 11 directional deformation in voided slab
V. RESULT AND DISCUSSION
The deformations developed in the solid slab are comparatively less than the bubble deck slab the variations are shown in table 2 whereas the stresses developed in the solid slab are comparatively higher in case of solid slab. The moments developed in xx direction (M11), in yy direction (M22), in xy direction (M12), the shear forces developed in xz direction (V13), in yz direction (V23), the maximum stresses that are developed in the slab (SMAX), and the deflections (U3).
Table 2 Comparison of conventional slab and voided slab
Slab |
Load (KN)
|
Deflection (mm)
|
Weight (Kg)
|
Conventional slab |
260
|
8.70
|
321 |
Voided slab |
320
|
9.20
|
242 |
VI. MODELLING OF BEAMS
Four beams are modelled and analyzed in the study, a solid concrete beam, and three voided beams with varying rib size. The beams are 1800mm in length and 150mm by 200mm in cross section. All the beams are modelled with identical reinforcement pattern. The reinforcement is made of 2 numbers of 12mm diameter rod and 2 numbers of 16mm diameter rod with 8mm stirrups at 125mm centre-to-centre. The shape of void former is taken as cylinder with 30mm radius and 100mm height placed at the centre of the beam which gives a symmetrical cross-section. For the first voided beam, the rib size is provided as per Indian standards as 65 mm and for the second, the rib size is reduced to 60mm and by doing so, number of void formers is increased by 1, and for the last voided beam, the rib size is reduced to 55mm and again the number of void formers is further increased by 1.
Designation |
Rib Size |
No. of. voids |
Dimensions |
Solid beam |
- |
- |
150mm*200mm*1800mm |
Voided beam (65) |
65mm |
13 |
|
Voided beam (60) |
60mm |
14 |
|
Voided beam (55) |
55mm |
15 |
Fig 12 Meshing of Solid Beam
Fig 13 Meshing of Voided Beam
A. Loading and Boundary Conditions
The Flexure test or two point loading test is done on the beams to study the flexural behaviour. The beam is simply supported on two ends and two point loads are subjected on the beams at one third of the span from each end of the beam. The length of the beam between two point loads is subjected to pure flexure and failure takes place by bending. The displacement is arrested on all the three directions on one end and only on Y-direction on the other end, achieving the simply supported conditions. A load of 80kN is applied on the beam element and the analysis is carried out.
Fig 14 Modelled Voided Beam
Fig 15 Loading and boundary conditions of solid beam
The modelled beams are meshed and loading and support conditions are given. The modelled beams are run by the ANSYS software. T results are obtained from the analysis run from the software.
Fig 16 Displacement of Solid beam
Fig 17 Stress distribution of Solid Beam
Fig 18 Displacement of Voided Beam65
Fig 19 Stress distribution of Voided Beam65
Fig 20 Displacement of Voided Beam60
Fig 21 Stress distribution of Voided beam 60
Fig 22 Displacement of Voided Beam 55
Fig 23 Stress distribution of Voided Beam 55
VII. RESULT AND DISCUSSION
The beams are modelled and analyzed in the ANSYS software and the results are arrived. From the results of the software, the following conclusions were made.
Behaviour of the VB65 beam and the VB55 beam are similar. It is also to be compared with the solid reinforced concrete beam to study the effect of size of the rib on the flexural behaviour. A lot of savings in concrete can be ensured in major projects like bridges, multi storey structures, pre-fabrication units etc. The self-weight of the structures can be reduced by up to 35 percent and leads to an economical project scheme.
A. Voided Slab And Conventional Slab 1) Voided slabs are more economical than conventional slabs because they require less reinforcement and smaller members for the columns, beams, and footings. 2) Voided slabs are lighter than conventional slabs, which can reduce the overall weight of a building and the amount of concrete and steel use. 3) Voided slabs are also precast and manufactured in a factory, which reduces the time it takes to erect a building. 4) Voided slabs can reduce concrete consumption by up to 40% without significantly affecting load capacity. 5) Voided slabs can reduce the CO2 emissions and embodied energy of a construction. 6) The stiffness of a voided flat plate slab decreases as the thickness of the slab increases. B. Voided Beam And Solid Beam 1) Voided beams are lighter than solid beams because they are not completely filled with concrete. For example, a conventional reinforced concrete beam that weighs 75.55 kg can be reduced to 43.30 kg by using a voided square beam. 2) Voided beams can have similar load carrying capacity to solid beams. For example, a voided beam with a concrete strength of 33.2 MPa can have about 98% of the moment capacity of a solid beam with the same concrete strength. 3) Voided beams can have less deflection than solid beams. For example, voided slabs can have up to 16% less deflection at the design load than solid slabs.
[1] Mr Yadav Jaideep Purushottam, Prof Tambe Yogesh Hemantkumar “Analytical study of solid flat slab and voided slab using ANSYS Workbench” International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395 -0056 Volume: 03 Issue: 10 | Oct -2016 [2] Abhija Mohan, Archana Sukumaran “Performance Analysis of Bubble Deck Slab Using Elliptical Balls” International Journal of Engineering Research & Technology (IJERT) Special Issue – 2018. [3] P. Prabhu Teja, P. Vijay Kumar, S. Anusha “Structural Behavior of Bubble Deck Slab” International Conference On Advances In Engineering, Science And Management (ICAESM -2012) March 30, 31, 2012. [4] Samantha.Konuri, Dr.T.V.S.Varalakshmi “Review on Bubble Deck Slabs Technology And Their Applications” International journal of scientific & technology research Volume 8, Issue 10, October 2019. [5] Abhishek R. Pandharipande, N. J. Path “Analytical And Experimental Investigation On Voided Slab” International journal of scientific & technology research Volume 8, Issue 8, August 2019. [6] Sameer Ali, Manoj Kumar “Analytical study of conventional slab and bubble deck slab under various support and loading conditions” International Research Journal of Engineering and Technology (IRJET) Volume: 04 Issue: 05 | May -2017. [7] R.Sagadevan, B.N.Rao “Experimental and analytical investigation of punching shear capacity of biaxial voided slabs” August 2019. [8] Miss. Shruti Pandkar , Prof. Giridhar Narule “Comparative Study of Experimentation on Voided Slab Using ANSYS Workbench 14.5” International journal for research & development in technology Volume7 Issue 5 (May-17). [9] Snehal Kitture1 , Nakul Kabra “Experimental Study on Voided Biaxial Slab and its application” International journal of trend in scientific research and development. Volume 2 Issue 1. [10] Pathan Taha Mehboob Khan, Pathan Altamash Mehboob Khan “Experimental Study on Bubble Deck Beam” ISSN 2321 3361 © 2019 IJESC, volume 9 Issue no 6.
Copyright © 2024 Srivani. M, D. K. Ramadevi. 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 : IJRASET65181
Publish Date : 2024-11-12
ISSN : 2321-9653
Publisher Name : IJRASET
DOI Link : Click Here