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IJSRD - International Journal for Scientific Research & Development| Vol. 6, Issue 01, 2018 | ISSN (online): 2321-0613
All rights reserved by www.ijsrd.com 659
A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by
using GFRP Sheets
Jasna Jamal1 Vishnu Vijayan2
1,2
Assistant Professor
1,2
Department of Civil Engineering
1
KITS, Kerala, India 2
BMCE, Kerala, India
Abstract— Bubble deck slab technology is a method of
virtually eliminating concrete from the middle section of the
slab and thereby reduce disadvantages caused by self-weight
of the concrete. HDPE hollow balls replace the ineffective
concrete in the slab. Generally HDPE spherical and elliptical
balls were used for Bubble deck slab construction. Bubble
deck slab with elliptical ball have better load carrying
capacity than spherical balls .But the deformation of bubble
deck slab with elliptical ball is greater than bubble deck slab
with spherical balls. We have to reduce the deformation of
bubble deck slab with elliptical balls by GFRP strengthening.
Finite element analysis (FEA) was carried out by using the
FEA software ANSYS .The bubble deck slabs with elliptical
balls and bubble deck slabs with elliptical balls having GFRP
sheets were subjected to uniformly distributed load with
proper boundary conditions. The analysis was done on bubble
deck slab using both M25 and M30 grade of concrete. Total
deformation, Directional deformation and Equivalent stress
(von-Mises stress) were studied. Then the results of bubble
deck slab with elliptical balls and bubble deck slabs with
elliptical balls having GFRP sheets were compared.
Key words: Bubble Deck Slab, Finite Element Analysis
(FEA), Glass Fiber Reinforced Polymer (GFRP), High
Density Polyethylene (HDPE), ANSYS, Hollow Recycled
Plastic Balls
I. INTRODUCTION
The invention of a new type of hollow core slabs was a
breakthrough at the turn of 20th and 21st centuries. Bubble
deck slab technology is an innovatory method of virtually
eliminating all concrete from the middle of a floor slab,
thereby reducing dead weight and increasing the efficiency of
the floor by using recycled hollow plastic balls. Bubble deck
is the invention of Jorgen Bruenig in 1990’s, who developed
the first biaxial hollow core slab (now known as bubble deck)
in Denmark.
The main obstacle with concrete constructions in
case of horizontal slabs is the high weight, which limits the
span. So the major developments of reinforced concrete have
focused on enhancing the span reducing the weight or
overcoming concrete's natural weakness in tension. In a
general way, the slab was designed only to resist vertical load.
However, as people are getting more interest of residential
environment recently, noise and vibration of slab are getting
more important, as the span is increased, the deflection of the
slab is also increased. Therefore, the slab thickness should be
increase. Increasing the slab thickness makes the slabs
heavier, and will increased column and foundations size.
Thus, it makes buildings consuming more materials such as
concrete and steel reinforcement. Increase the self-weight of
the slab due to increase in thickness. So many studies were
conducted for to reduce the disadvantages caused by self-
weight of the concrete.
For past few decades, several attempts have been
made to create biaxial slabs with hollow cavities in order to
reduce the self-weight. But there have a chance of stress
concentration in corner of hollow cavities. Stress
concentration in hollow cavities leads to severe crack
generation in slabs. Most attempts have consisted of laying
blocks of a less heavy material like expanded polystyrene
between the bottom and top reinforcement, while other types
including waffle slabs or grid slabs. These types, only waffle
slabs can be regarded to have a certain use in the market. But
the use will always be very limited due to reduced resistances
towards shear, local punching and fire. After this, many
studies have been conducted in concrete slabs to reduce the
self-weight. Though many materials have been selected for
the study related to this, materials like polypropylene and
polyethylene were found ideal because of reduced weight and
act as good crack arrester. Then materials like polypropylene
and polyethylene were used for creation of hollow plastic
balls. These hollow plastic balls are introduced in the middle
portion of the slab between top and bottom reinforcement,
thereby reducing self-weight of the slab. To avoid the
disadvantages which were caused by increasing self-weight
of the slabs, the bubble deck slab technology was suggested.
Behaviour of bubble deck slab is influenced by the
ratio of bubble diameter to slab thickness. The reinforcements
are placed as two meshes one at the bottom part and one at
the upper part that can be tided or welded. The distance
between the bars are kept corresponding to the dimensions of
the bubbles that are to be provided between the top and
bottom meshes. In this technology it locks ellipsoids between
the top and bottom reinforcement meshes, thereby creating a
natural cell structure, acting like a solid slab. High Density
Polyethylene (HDPE) hollow spheres replace the ineffective
concrete in the center of the slab, thus decreasing the dead
weight and increasing the efficiency of the floor.
II. MATERIALS DESCRIPTION PROPERTIES
A. Concrete
The Concrete is made of standard Portland cement with a
maximum aggregate size of ¾ inch. No plasticizers are
necessary. Concrete of M25, M30 and above grades are used
for bubble deck slab construction.
B. Steel
The steel reinforcement is of grade Fe 415, Fe 500 strength
or higher is generally used. The steel is fabricated in two
forms. Meshed layer for lateral support and diagonal girder
for vertical support of the bubble. The same grade of steel is
used in both in top and bottom.
C. Hollow Plastic Balls
Generally recycled plastic balls are used, because to reduce
wastage of plastics instead of burning the plastics and also
A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets
(IJSRD/Vol. 6/Issue 01/2018/175)
All rights reserved by www.ijsrd.com 660
reduce the environmental pollution. Cost of plastic ball is
very low. The plastic balls don’t react chemically with
concrete or reinforcement. Generally hollow plastic balls
made from high density polyethylene.
D. GFRP Sheet
Three layers of 2mm thick GFRP sheets provided throughout
the base area of bubble deck slab, layers are bonded by using
epoxy. Modulus of elasticity is 20.23Gpa, poisons ratio 0.223
E. Material Properties
For concrete, steel and HDPE following material properties
have been used.
M25
M30
Concrete
Modulus of
Elasticity(Ec)
in MPa
25000 30x105
Compressive ultimate
strength(fck) in MPa
25 30
Poisson’s ratio (µ) 0.2 0.2
Steel
Modulus of
Elasticity(Es)
in MPa
200000 2.18x1011
Tensile yield stress(fy)
in MPa
415 550
Poisson’s ratio (µ) 0.3 0.28
HDPE
Modulus of Elasticity
in MPa
1030 1030
Poisson’s ratio (µ) 0.4 0.4
Table 1: Material Properties
III. NUMERICAL INVESTIGATION
In this section, the structural behaviour of bubble deck slab
with elliptical balls and bubble deck slab with elliptical balls
having GFRP sheets were investigated using finite element
package ANSYS. The finite element method is extensively
used to study the behaviour of the structure such as Total
deformation, Directional deformation and Equivalent stress.
The finite element method is the discretization of the
structural member in to finite number of element by
imaginary line or by surface. The interconnected element may
have different size and shape and connected at finite number
of points called nodes. The test parameters included
diameters of ball, slab thickness, width of the slab are
provided into ANSYS.
A. Numerical Modeling
Three dimensional bubble deck slab with elliptical balls were
modelled with the dimension of (1730x1350x230). The void
is of elliptical shape with dimension of (180x240) mm and is
assumed to be made of High Density Polyethylene (HDPE)
elliptical balls. Reinforcements are provided in two forms.
That is meshed layer and diagonal girder. The reinforcements
are placed as two meshes one at the bottom part and one at
the upper part that can be tided or welded. Meshed layer
having diameter of 10mm and provided for lateral support.
Reinforcement provided for vertical support is termed as
vertical reinforcement (diagonal girder) having diameter of
12mm. Bubble deck slab with elliptical balls having GFRP
sheets were modelled with the same dimension.
Fig. 1: Bubble Deck Slab with Elliptical Balls
Fig. 2: Bubble Deck Slab with Elliptical Balls Having GFRP
Sheet
B. Meshing
Bubble deck slab were modelled using tetra mesh, which is a
four noded mesh. Tetra mesh is used in bubble deck slab due
to irregular geometry of the slab.
Fig. 3: Meshed Model of Bubble Deck Slab with Elliptical
Balls
Fig. 4: Meshed Model of Bubble Deck Slab with Elliptical
Balls Having GFRP Sheet
C. Boundary Conditions & Loading
In Bubble deck slab Provide hinged support at one end and
roller support at another end. Load is applied over the top area
as areal load (UDL). The load was applied on an incremental
method and analysis is carried out.
A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets
(IJSRD/Vol. 6/Issue 01/2018/175)
All rights reserved by www.ijsrd.com 661
Fig. 5: Boundary Conditions & Loading
IV. RESULTS & DISCUSSIONS
The finite element analysis is performed to analyze the bubble
deck slab with elliptical balls and bubble deck slab with
elliptical balls having GFRP sheets of M25 and M30 grade
concrete. Through this analysis structural behaviour of
bubble deck slab with spherical and elliptical balls were
studied. Results obtained from analysis are given below.
Fig. 6: Total Deformation of Bubble Deck Slab with
Elliptical Balls of M25 Grade Concrete
Fig. 7: Directional Deformation of Bubble Deck Slab with
Elliptical Balls of M25 Grade Concrete
Fig. 8: Total Deformation of Bubble Deck Slab with
Elliptical Balls of M30 Grade Concrete
Fig. 9: Directional Deformation of Bubble Deck Slab with
Elliptical Balls of M30 Grade Concrete
Fig. 10: Equivalent Stress of Bubble Deck Slab with
Elliptical Balls of M30 Grade Concrete
Fig. 11: Total Deformation of Bubble Deck Slab with
Elliptical Balls Having GFRP Sheet of M30 Grade Concrete
A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets
(IJSRD/Vol. 6/Issue 01/2018/175)
All rights reserved by www.ijsrd.com 662
Fig. 12: Total Deformation of Bubble Deck Slab with
Elliptical Balls Having GFRP Sheet of M30 Grade Concrete
Fig. 13: Total Deformation of Bubble Deck Slab with
Elliptical Balls Having M25 Grade Concrete
Fig. 14: Total Deformation of Bubble Deck Slab with
Elliptical Balls Having GFRP Sheet of M25 Grade Concrete
Fig. 15: Equivalent Stress of Bubble Deck Slab with
Elliptical Balls Having GFRP Sheets of M30 Grade
Concrete
The analysis was done on bubble deck slab using
both M25 and M30 grade of concrete. Total deformation,
Directional deformation and Equivalent stress (Von Mises
stress) were studied. The load-deflection values for various
bubble deck slab using M25 and M30 grade of concrete
obtained are tabulated in table 2.
Load
(kN)
Deflection values in mm
Bubble deck slab of
M25 grade concrete
Bubble deck slab of
M30 grade concrete
Elliptical
balls
Slab
having
GFRP
sheets
Elliptical
balls
Slab
having
GFRP
sheets
100 0.7128 0.0225 0.5372 0.00561
125 1.3431 0.0235 0.9918 0.01235
175 3.4920 0.6521 1.3638 0.02531
300 6.3228 2.1001 2.6035 0.08251
350 6.8188 3.1079 3.5375 0.87022
Table 2: Load Deflection Values of Bubble Deck Slab
From the above load-deflection values, bubble deck
slab with spherical and elliptical balls of M30 grade concrete
shows better performance than bubble deck slab with
spherical and elliptical balls of M25 grade concrete.
Bubble deck slab with elliptical balls using
M30grade concrete carried the stress of about 35.14MPa by
applying the uniformly distributed load of about 350kN and
causes the deflection of 3.537mm.The bubble deck slab with
elliptical balls having GFRP sheets using M30 concrete
carried the stress of about 39.99MPa by applying the
uniformly distributed load of about 350kN and causes the
deflection of 0.8702mm.
V. CONCLUSIONS
Bubble deck slab technology is an innovatory method of
virtually eliminating all concrete from the middle of a floor
slab, thereby reducing dead weight and increasing the
efficiency of the floor by using recycled hollow plastic balls.
This new prefabricated construction technology using bubble
deck slab is recently applied in many industrial projects in the
world. This technology is widely used for the construction of
multi-storeyed buildings. Bubble deck slab technology
reduces the loads on the columns, walls, foundations and
entire part of the building. Bubble deck uses less concrete
than traditional concrete floor systems.
Analysis was performed on the bubble deck slab
with elliptical balls and bubble deck slab with elliptical balls
having GFRP sheets of grade M25 and M30.The results have
concluded that
 Bubble deck slab with elliptical balls having GFRP
sheets have better load carrying capacity compared to
that of bubble deck slab with elliptical balls
 Bubble deck slab with elliptical balls having GFRP
sheets shows less deflection compared to that of bubble
deck slab with elliptical balls.
 Bubble deck slab with elliptical balls and bubble deck
slab with elliptical ball having GFRP sheets of M30
grade concrete shows better performance than M25
grade concrete.
A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets
(IJSRD/Vol. 6/Issue 01/2018/175)
All rights reserved by www.ijsrd.com 663
ACKNOWLEDGEMENT
The author thank Mr. Achu Vijayan (BMCE), my parents and
my friends for their valuable time spending with me for the
completion of this project.
REFERENCES
[1] Nizamud Doulah and Md.Ahsanul Kabir, “Non-
linearfinite element analysis of reinforced concrete
rectangular and skew slabs,” Journal of Civil
Engineering, 29(1). Pp.1-1, 2001.
[2] Martina Schnellenbach Held, “Punching behaviour of
biaxial hollow slab, Journal of Cement and Concrete
Composites,” Vol.24, Pp 551 -556, 2002.
[3] C.Marais, J.M Robberts and B.W.J van Rensburg,
“Spherical void formers in solid slab,” Journal of the
South African Institution of Civil Engineering, Vol.52,
pp2-11, 2010.
[4] Sergiu Calin and Sergiu Baetu, “Nonlinear finite element
modeling of spherical voided bi-axial concrete floor
slabs,” International Symposium Computational Civil
Engineering, Vol.08, pp. 81-92, 2011.
[5] P.PrabhuTeja, S.Anusha and C.H Mounika, “Structural
behavior of bubble deck slab,” IEEE-International
Conference On Advances In Engineering, Science and
Management (ICAESM),Vol.20, pp.21-41, 2012.
[6] Amer M Ibrahim, Nazar K Ali and Wissam D Salman,
“Flexural capacities of reinforced concrete two-way
bubble deck slabs of plastic spherical voids,” Diyala
Journal of Engineering Sciences, Vol.06,Pp 9-20,2013.
[7] Mustafa Basheer Mahmoud and Agarwal V.C, “Non-
linear finite element analysis of RC slabs strengthened
with CFRP laminates,” Int. J. of Eng. Trends and Tech,
Vol.5, pp. 140-143, 2013.
[8] GeethaKumari.T, Ashwin Kumar and M.P Puttappa , “
Finite element analysis of flexural characteristics of
SFRNC and SFRSCC one way restrained slabs using
ANSYS, ”Journal of Civil Engineering Technology and
Research,Vol.2, pp. 267-276, 2014.
[9] Ahmed Sabry, “Experimental and analytical study on
punching strength of two-way slabs strengthened
externally with CFRP sheets,” International Journal of
Research in Engineering and Technology, Vol.03,
Pp113-120, 2014.
[10]Churakov.A.G, “Biaxial hollow slab with innovative
types of voids,” Construction of Unique Buildings and
Structures, Vol.06, ISSN 2304-6295.No.6 (21), 2014.
[11]Saifee Bhagat and Dr.K.B.Parikh, “Comparative study of
voided flat plate slab and solid flat plate slab,
International Journal of Innovative Research and
Development,”Vol.11, pp.78-82, 2014.
[12]Shaimaa Tariq Sakin, “Punching shear in voided slab,
civil and environmental Research,” ISSN 2224-5790
(Paper) ISSN 2225-0514 (Online), Vol.06, No.10, 2014.
[13]Subramanian.K and Bhuvaneshwari.P, “Finite element
analysis of voided slab with high density polypropylene
void formers,” International Journal ChemTech Reserch,
Vol. 08, pp 746-753, 2015.
[14]Arati Shetkar and Nagesh Hanche, “An experimental
study on bubble deck slab system with elliptical
balls,”Proceeding of NCRIET-2015 and Indian J.Sci,
Vol.12 (1):021-027, 2015.
[15]Harishma K.R and Reshmi K.N, “A study on bubble
deck slab,” International Journal of Advanced Research
Trends in Engineering and Technology
(IJARTET),Vol.II, special issue, 2015.
[16]Rinku John and Jobil Varghese, “A study on behaviour
of bubble deck slab using ANSYS,” SET –International
Journal of Innovative Science, Engineering and
Technology, Vol.2, Issue 11, 2015.
[17]Bhagyashri G Bhade and S.M.Barelikar, “An
experimental study on two way bubble deck slab with
spherical hollow balls,” International Journal of Recent
Scientific Research, Vol.07, Issue, 6, Pp. 11621-11626,
2016.
[18]Mrinank Pandey and Manjesh Srivastava, “Analysis of
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  • 1. IJSRD - International Journal for Scientific Research & Development| Vol. 6, Issue 01, 2018 | ISSN (online): 2321-0613 All rights reserved by www.ijsrd.com 659 A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets Jasna Jamal1 Vishnu Vijayan2 1,2 Assistant Professor 1,2 Department of Civil Engineering 1 KITS, Kerala, India 2 BMCE, Kerala, India Abstract— Bubble deck slab technology is a method of virtually eliminating concrete from the middle section of the slab and thereby reduce disadvantages caused by self-weight of the concrete. HDPE hollow balls replace the ineffective concrete in the slab. Generally HDPE spherical and elliptical balls were used for Bubble deck slab construction. Bubble deck slab with elliptical ball have better load carrying capacity than spherical balls .But the deformation of bubble deck slab with elliptical ball is greater than bubble deck slab with spherical balls. We have to reduce the deformation of bubble deck slab with elliptical balls by GFRP strengthening. Finite element analysis (FEA) was carried out by using the FEA software ANSYS .The bubble deck slabs with elliptical balls and bubble deck slabs with elliptical balls having GFRP sheets were subjected to uniformly distributed load with proper boundary conditions. The analysis was done on bubble deck slab using both M25 and M30 grade of concrete. Total deformation, Directional deformation and Equivalent stress (von-Mises stress) were studied. Then the results of bubble deck slab with elliptical balls and bubble deck slabs with elliptical balls having GFRP sheets were compared. Key words: Bubble Deck Slab, Finite Element Analysis (FEA), Glass Fiber Reinforced Polymer (GFRP), High Density Polyethylene (HDPE), ANSYS, Hollow Recycled Plastic Balls I. INTRODUCTION The invention of a new type of hollow core slabs was a breakthrough at the turn of 20th and 21st centuries. Bubble deck slab technology is an innovatory method of virtually eliminating all concrete from the middle of a floor slab, thereby reducing dead weight and increasing the efficiency of the floor by using recycled hollow plastic balls. Bubble deck is the invention of Jorgen Bruenig in 1990’s, who developed the first biaxial hollow core slab (now known as bubble deck) in Denmark. The main obstacle with concrete constructions in case of horizontal slabs is the high weight, which limits the span. So the major developments of reinforced concrete have focused on enhancing the span reducing the weight or overcoming concrete's natural weakness in tension. In a general way, the slab was designed only to resist vertical load. However, as people are getting more interest of residential environment recently, noise and vibration of slab are getting more important, as the span is increased, the deflection of the slab is also increased. Therefore, the slab thickness should be increase. Increasing the slab thickness makes the slabs heavier, and will increased column and foundations size. Thus, it makes buildings consuming more materials such as concrete and steel reinforcement. Increase the self-weight of the slab due to increase in thickness. So many studies were conducted for to reduce the disadvantages caused by self- weight of the concrete. For past few decades, several attempts have been made to create biaxial slabs with hollow cavities in order to reduce the self-weight. But there have a chance of stress concentration in corner of hollow cavities. Stress concentration in hollow cavities leads to severe crack generation in slabs. Most attempts have consisted of laying blocks of a less heavy material like expanded polystyrene between the bottom and top reinforcement, while other types including waffle slabs or grid slabs. These types, only waffle slabs can be regarded to have a certain use in the market. But the use will always be very limited due to reduced resistances towards shear, local punching and fire. After this, many studies have been conducted in concrete slabs to reduce the self-weight. Though many materials have been selected for the study related to this, materials like polypropylene and polyethylene were found ideal because of reduced weight and act as good crack arrester. Then materials like polypropylene and polyethylene were used for creation of hollow plastic balls. These hollow plastic balls are introduced in the middle portion of the slab between top and bottom reinforcement, thereby reducing self-weight of the slab. To avoid the disadvantages which were caused by increasing self-weight of the slabs, the bubble deck slab technology was suggested. Behaviour of bubble deck slab is influenced by the ratio of bubble diameter to slab thickness. The reinforcements are placed as two meshes one at the bottom part and one at the upper part that can be tided or welded. The distance between the bars are kept corresponding to the dimensions of the bubbles that are to be provided between the top and bottom meshes. In this technology it locks ellipsoids between the top and bottom reinforcement meshes, thereby creating a natural cell structure, acting like a solid slab. High Density Polyethylene (HDPE) hollow spheres replace the ineffective concrete in the center of the slab, thus decreasing the dead weight and increasing the efficiency of the floor. II. MATERIALS DESCRIPTION PROPERTIES A. Concrete The Concrete is made of standard Portland cement with a maximum aggregate size of ¾ inch. No plasticizers are necessary. Concrete of M25, M30 and above grades are used for bubble deck slab construction. B. Steel The steel reinforcement is of grade Fe 415, Fe 500 strength or higher is generally used. The steel is fabricated in two forms. Meshed layer for lateral support and diagonal girder for vertical support of the bubble. The same grade of steel is used in both in top and bottom. C. Hollow Plastic Balls Generally recycled plastic balls are used, because to reduce wastage of plastics instead of burning the plastics and also
  • 2. A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets (IJSRD/Vol. 6/Issue 01/2018/175) All rights reserved by www.ijsrd.com 660 reduce the environmental pollution. Cost of plastic ball is very low. The plastic balls don’t react chemically with concrete or reinforcement. Generally hollow plastic balls made from high density polyethylene. D. GFRP Sheet Three layers of 2mm thick GFRP sheets provided throughout the base area of bubble deck slab, layers are bonded by using epoxy. Modulus of elasticity is 20.23Gpa, poisons ratio 0.223 E. Material Properties For concrete, steel and HDPE following material properties have been used. M25 M30 Concrete Modulus of Elasticity(Ec) in MPa 25000 30x105 Compressive ultimate strength(fck) in MPa 25 30 Poisson’s ratio (µ) 0.2 0.2 Steel Modulus of Elasticity(Es) in MPa 200000 2.18x1011 Tensile yield stress(fy) in MPa 415 550 Poisson’s ratio (µ) 0.3 0.28 HDPE Modulus of Elasticity in MPa 1030 1030 Poisson’s ratio (µ) 0.4 0.4 Table 1: Material Properties III. NUMERICAL INVESTIGATION In this section, the structural behaviour of bubble deck slab with elliptical balls and bubble deck slab with elliptical balls having GFRP sheets were investigated using finite element package ANSYS. The finite element method is extensively used to study the behaviour of the structure such as Total deformation, Directional deformation and Equivalent stress. The finite element method is the discretization of the structural member in to finite number of element by imaginary line or by surface. The interconnected element may have different size and shape and connected at finite number of points called nodes. The test parameters included diameters of ball, slab thickness, width of the slab are provided into ANSYS. A. Numerical Modeling Three dimensional bubble deck slab with elliptical balls were modelled with the dimension of (1730x1350x230). The void is of elliptical shape with dimension of (180x240) mm and is assumed to be made of High Density Polyethylene (HDPE) elliptical balls. Reinforcements are provided in two forms. That is meshed layer and diagonal girder. The reinforcements are placed as two meshes one at the bottom part and one at the upper part that can be tided or welded. Meshed layer having diameter of 10mm and provided for lateral support. Reinforcement provided for vertical support is termed as vertical reinforcement (diagonal girder) having diameter of 12mm. Bubble deck slab with elliptical balls having GFRP sheets were modelled with the same dimension. Fig. 1: Bubble Deck Slab with Elliptical Balls Fig. 2: Bubble Deck Slab with Elliptical Balls Having GFRP Sheet B. Meshing Bubble deck slab were modelled using tetra mesh, which is a four noded mesh. Tetra mesh is used in bubble deck slab due to irregular geometry of the slab. Fig. 3: Meshed Model of Bubble Deck Slab with Elliptical Balls Fig. 4: Meshed Model of Bubble Deck Slab with Elliptical Balls Having GFRP Sheet C. Boundary Conditions & Loading In Bubble deck slab Provide hinged support at one end and roller support at another end. Load is applied over the top area as areal load (UDL). The load was applied on an incremental method and analysis is carried out.
  • 3. A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets (IJSRD/Vol. 6/Issue 01/2018/175) All rights reserved by www.ijsrd.com 661 Fig. 5: Boundary Conditions & Loading IV. RESULTS & DISCUSSIONS The finite element analysis is performed to analyze the bubble deck slab with elliptical balls and bubble deck slab with elliptical balls having GFRP sheets of M25 and M30 grade concrete. Through this analysis structural behaviour of bubble deck slab with spherical and elliptical balls were studied. Results obtained from analysis are given below. Fig. 6: Total Deformation of Bubble Deck Slab with Elliptical Balls of M25 Grade Concrete Fig. 7: Directional Deformation of Bubble Deck Slab with Elliptical Balls of M25 Grade Concrete Fig. 8: Total Deformation of Bubble Deck Slab with Elliptical Balls of M30 Grade Concrete Fig. 9: Directional Deformation of Bubble Deck Slab with Elliptical Balls of M30 Grade Concrete Fig. 10: Equivalent Stress of Bubble Deck Slab with Elliptical Balls of M30 Grade Concrete Fig. 11: Total Deformation of Bubble Deck Slab with Elliptical Balls Having GFRP Sheet of M30 Grade Concrete
  • 4. A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets (IJSRD/Vol. 6/Issue 01/2018/175) All rights reserved by www.ijsrd.com 662 Fig. 12: Total Deformation of Bubble Deck Slab with Elliptical Balls Having GFRP Sheet of M30 Grade Concrete Fig. 13: Total Deformation of Bubble Deck Slab with Elliptical Balls Having M25 Grade Concrete Fig. 14: Total Deformation of Bubble Deck Slab with Elliptical Balls Having GFRP Sheet of M25 Grade Concrete Fig. 15: Equivalent Stress of Bubble Deck Slab with Elliptical Balls Having GFRP Sheets of M30 Grade Concrete The analysis was done on bubble deck slab using both M25 and M30 grade of concrete. Total deformation, Directional deformation and Equivalent stress (Von Mises stress) were studied. The load-deflection values for various bubble deck slab using M25 and M30 grade of concrete obtained are tabulated in table 2. Load (kN) Deflection values in mm Bubble deck slab of M25 grade concrete Bubble deck slab of M30 grade concrete Elliptical balls Slab having GFRP sheets Elliptical balls Slab having GFRP sheets 100 0.7128 0.0225 0.5372 0.00561 125 1.3431 0.0235 0.9918 0.01235 175 3.4920 0.6521 1.3638 0.02531 300 6.3228 2.1001 2.6035 0.08251 350 6.8188 3.1079 3.5375 0.87022 Table 2: Load Deflection Values of Bubble Deck Slab From the above load-deflection values, bubble deck slab with spherical and elliptical balls of M30 grade concrete shows better performance than bubble deck slab with spherical and elliptical balls of M25 grade concrete. Bubble deck slab with elliptical balls using M30grade concrete carried the stress of about 35.14MPa by applying the uniformly distributed load of about 350kN and causes the deflection of 3.537mm.The bubble deck slab with elliptical balls having GFRP sheets using M30 concrete carried the stress of about 39.99MPa by applying the uniformly distributed load of about 350kN and causes the deflection of 0.8702mm. V. CONCLUSIONS Bubble deck slab technology is an innovatory method of virtually eliminating all concrete from the middle of a floor slab, thereby reducing dead weight and increasing the efficiency of the floor by using recycled hollow plastic balls. This new prefabricated construction technology using bubble deck slab is recently applied in many industrial projects in the world. This technology is widely used for the construction of multi-storeyed buildings. Bubble deck slab technology reduces the loads on the columns, walls, foundations and entire part of the building. Bubble deck uses less concrete than traditional concrete floor systems. Analysis was performed on the bubble deck slab with elliptical balls and bubble deck slab with elliptical balls having GFRP sheets of grade M25 and M30.The results have concluded that  Bubble deck slab with elliptical balls having GFRP sheets have better load carrying capacity compared to that of bubble deck slab with elliptical balls  Bubble deck slab with elliptical balls having GFRP sheets shows less deflection compared to that of bubble deck slab with elliptical balls.  Bubble deck slab with elliptical balls and bubble deck slab with elliptical ball having GFRP sheets of M30 grade concrete shows better performance than M25 grade concrete.
  • 5. A Study on Strengthening of Bubble Deck Slab with Elliptical Balls by using GFRP Sheets (IJSRD/Vol. 6/Issue 01/2018/175) All rights reserved by www.ijsrd.com 663 ACKNOWLEDGEMENT The author thank Mr. Achu Vijayan (BMCE), my parents and my friends for their valuable time spending with me for the completion of this project. REFERENCES [1] Nizamud Doulah and Md.Ahsanul Kabir, “Non- linearfinite element analysis of reinforced concrete rectangular and skew slabs,” Journal of Civil Engineering, 29(1). Pp.1-1, 2001. [2] Martina Schnellenbach Held, “Punching behaviour of biaxial hollow slab, Journal of Cement and Concrete Composites,” Vol.24, Pp 551 -556, 2002. [3] C.Marais, J.M Robberts and B.W.J van Rensburg, “Spherical void formers in solid slab,” Journal of the South African Institution of Civil Engineering, Vol.52, pp2-11, 2010. [4] Sergiu Calin and Sergiu Baetu, “Nonlinear finite element modeling of spherical voided bi-axial concrete floor slabs,” International Symposium Computational Civil Engineering, Vol.08, pp. 81-92, 2011. [5] P.PrabhuTeja, S.Anusha and C.H Mounika, “Structural behavior of bubble deck slab,” IEEE-International Conference On Advances In Engineering, Science and Management (ICAESM),Vol.20, pp.21-41, 2012. [6] Amer M Ibrahim, Nazar K Ali and Wissam D Salman, “Flexural capacities of reinforced concrete two-way bubble deck slabs of plastic spherical voids,” Diyala Journal of Engineering Sciences, Vol.06,Pp 9-20,2013. [7] Mustafa Basheer Mahmoud and Agarwal V.C, “Non- linear finite element analysis of RC slabs strengthened with CFRP laminates,” Int. J. of Eng. Trends and Tech, Vol.5, pp. 140-143, 2013. [8] GeethaKumari.T, Ashwin Kumar and M.P Puttappa , “ Finite element analysis of flexural characteristics of SFRNC and SFRSCC one way restrained slabs using ANSYS, ”Journal of Civil Engineering Technology and Research,Vol.2, pp. 267-276, 2014. [9] Ahmed Sabry, “Experimental and analytical study on punching strength of two-way slabs strengthened externally with CFRP sheets,” International Journal of Research in Engineering and Technology, Vol.03, Pp113-120, 2014. [10]Churakov.A.G, “Biaxial hollow slab with innovative types of voids,” Construction of Unique Buildings and Structures, Vol.06, ISSN 2304-6295.No.6 (21), 2014. [11]Saifee Bhagat and Dr.K.B.Parikh, “Comparative study of voided flat plate slab and solid flat plate slab, International Journal of Innovative Research and Development,”Vol.11, pp.78-82, 2014. [12]Shaimaa Tariq Sakin, “Punching shear in voided slab, civil and environmental Research,” ISSN 2224-5790 (Paper) ISSN 2225-0514 (Online), Vol.06, No.10, 2014. [13]Subramanian.K and Bhuvaneshwari.P, “Finite element analysis of voided slab with high density polypropylene void formers,” International Journal ChemTech Reserch, Vol. 08, pp 746-753, 2015. [14]Arati Shetkar and Nagesh Hanche, “An experimental study on bubble deck slab system with elliptical balls,”Proceeding of NCRIET-2015 and Indian J.Sci, Vol.12 (1):021-027, 2015. [15]Harishma K.R and Reshmi K.N, “A study on bubble deck slab,” International Journal of Advanced Research Trends in Engineering and Technology (IJARTET),Vol.II, special issue, 2015. [16]Rinku John and Jobil Varghese, “A study on behaviour of bubble deck slab using ANSYS,” SET –International Journal of Innovative Science, Engineering and Technology, Vol.2, Issue 11, 2015. [17]Bhagyashri G Bhade and S.M.Barelikar, “An experimental study on two way bubble deck slab with spherical hollow balls,” International Journal of Recent Scientific Research, Vol.07, Issue, 6, Pp. 11621-11626, 2016. [18]Mrinank Pandey and Manjesh Srivastava, “Analysis of bubble deck slab design by finite element method,” IJSTE -International Journal of Science Technology and Engineering, Vol.2, Issue 11, 2016.