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International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 05 Issue: 06 | June-2018 www.irjet.net p-ISSN: 2395-0072
© 2018, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 2821
Analysis of Beam Column Joint using Finite Element Method –
Comparative Study
Vibha Pandey1, Dr. P.S. Bokare2
1Post graduate in Civil Engineering, RSR Rungta college of Engineering and Technology, Bhilai (C.G.)
2Principal and Professor in Civil Engineering, RSR Rungta college of Engineering and Technology, Bhilai (C.G.)
---------------------------------------------------------------------***---------------------------------------------------------------------
Abstract - The design of reinforced concrete structuressolely
depends on various parameters like bending moment; shear
force and stress induced in a particular member ofastructure.
Variation in the magnitude of these parameters may alter the
entire design of a particular element. Hence the analysis of a
member quantifying above parameters is very important.
Various methods are available for quantification of above
referred parameters such as stiffness method, flexibility
method, finite element method and strain energy method. It is
prerogative of structural designer to use any of thesemethods.
However the realistic design can be achieved if a proper
analysis method is used. This paper presents the analysis
results of beam column joint located at the intermediate
position and at the end position of a two span beam column
system. The analysis concludes that there is some variation in
magnitude of various parameters quantified using stiffness
method, flexibility method, finite element method and strain
energy method. The lowest results were obtained by using
finite element analysis (ANSYS).
Key Words: Stiffness method, Flexibility method, Finite
element method and Strain energy method for beam
column joint.
1. INTRODUCTION
In RC buildings, portions of columns through the beams at
their intersections are called beam-column joints. Beam
column joint is the crucial zone in a reinforced concrete
frame. It is subjected to large forces during its service life
and itsbehavior has a significant influence on the stabilityof
the structure. In the design of reinforcedconcretestructures,
much of the attention is embarked towards calculation of
strength of the basic structural elementslikebeam, columns
and slabs. Comparatively lesser emphasis has been laid on
intermediate and end column beam joints. Keeping this in
view, paper presents the results of numerical study of
reinforced concrete end and intermediate joint by force
method and displacement method. The second phase of the
study includes the comparison of numerical results to the
results obtained by general-purpose finite element analysis
software ANSYS R16.2. Finite Element analysis method
introduced by Zeinkiewicz (1) analyses the structure fairly
well and near accurate. The state of stress, bending moment
and shear force has been evaluated at centre of the beam
column joint (end and intermediate joint).
2. Methodology
The analysis of end and intermediate beam-column joint is
carried out using stiffness coefficient method, flexibility
coefficient method, strain energy method and finite element
method (ANSYS).The beam column jointshasidentical beam
and column sizes. Beam-column joint of size 500 x 700 x
3500 mm long for column and 150 x 625 x 8000 mm long for
beam, made of M40 grade concrete are used for study as
shown in Table I. The reinforcement design of beam column
joints is shown in Table II. Dead load of 16.5 kN/m and live
load of 3kN/m are considered for analysis. The end and
intermediate joints of the specified beam column structure
are idealized for finite element method.ANSYSiswidelyused
finite element software for analysis of reinforced concrete
structures.
Table -1: Details of beam column
Specimen Size
(mm)
FCK
(N/mm2)
Cover
(mm)
Beam
150x
625
40 25
Column
500x
700
40 40
Table -2: Design Details of Reinforcement
Joint
Specime
n
Beam
Upper
Sectio
n
(mm)
Beam
Lower
Sectio
n
(mm)
Stirr
ups
(mm
)
Colum
n
Sectio
n
(mm)
FY
(N/m
m2)
Joint
1(end)
4 12 2 12
8@
300
12 12 500
Joint 2
(interme
diate)
4 12 2 12
8@
300
12 12 500
The stress, bending moment and shear force is evaluated by
hand calculation while using:-
1. Stiffness method
2. Flexibility method
3. Strain energy method
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 05 Issue: 06 | June-2018 www.irjet.net p-ISSN: 2395-0072
© 2018, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 2822
ANSYS program is used to evaluate stress, bending moment
and shear force by using finite element method. The key
diagram of the analysis by stiffness and flexibility matrix
method is shown below:-
Fig -1: Key diagram of analysis
3. Modeling of Beam-Column Joint
The beam-column joint is modeled in ANSYS software using
the above element typesand the materialproperties.Someof
the modeling details are shown in the following figures.
Fig -2: Reinforcement modeling of joints
Fig -3: Beam column structure model
4. Result and Discussion
Geometricdrawingsofthe joints are prepared byusing finite
element analysis tool ANSYSR16.2. ANSYS is a finite element
software package for analysis of reinforced concrete
structure. ANSYS is adopted for the analysis because of ease
provided by it for the results at the centre ofthe joints. Grade
of concrete used for beam column structure is considered as
M 40 and HYSD (Fe 500) bars are used as reinforcement. As
per IS 875(Part 1 and 2), 1987dead load and live load
combination are considered. A uniformly distributed load of
19.5 kN/m is considered.
4.1 Magnitudes of bending stresses at end and intermediate
joints are as follows-
Sl.
No.
Joint
Specimen
Bending Moment
(KN-m)
Stiffness
Method
Flexibility
Method
Finite
Element
Method
Strain
Energy
Method
1 End Joint 72.16 72.32 83.67 101.18
2
Intermediate
Joint
119.78 119.84 98.13
85.00
4.2 Magnitudes of shear force at end and intermediate joints
are as follows-
Sl.
No.
Joint
Specimen
Shear force
(KN)
Stiffness
Method
Flexibility
Method
Finite
Element
Method
Strain
Energy
Method
1 End Joint 72.10 72.06 67.91 80.06
2
Intermediate
Joint
83.90 83.94 70.64
75.94
4.3 Magnitudes of bending stresses at end and intermediate
joints are as follows-
Sl.
No.
Joint
Specimen
Stresses
(N/mm2)
Stiffness
Method
Flexibility
Method
Finite
Element
Method
Strain
Energy
Method
1 End Joint 0.77 0.77 0.72 0.85
2
Intermediate
Joint
0.89 0.90 0.75
0.81
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 05 Issue: 06 | June-2018 www.irjet.net p-ISSN: 2395-0072
© 2018, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 2823
5. Conclusions
The main conclusions drawn from the analysis of beam
column joints are summarized below-
1. There is some variation in the magnitude of various
parameters quantified using stiffness method, flexibility
method, finite element method and strainenergymethod.
2. The lowest results were obtained by using finite element
analysis.
REFERENCES
[1] OC Zienkiewicz, RL Taylor , The finite element method
1977, pub. civil.dept.shef.ac.uk
[2] B. C. Punmia, A. K. (2004).THEORY OF STRUCTURES.
New Delhi: Laxmi Publication (P) LTD.
[3] IS 456:2000, PLAIN AND REINFORCED CONCRETE -
CODE OF PRACTICE. New Delhi: Bureau of Indian
Standard.
[4] Bhavikatti,S. S. (2010). FINITE ELEMENT ANALYSIS.
New Age Iternational(P) Ltd.
[5] Sohailuddin, S. (2013). FINITE ELEMENT MODELING
OF REINFORCED CONCRETE BEAM COLUMN JOINT
USING ANSYS. Int. J. Struct. & Civil Engg. Res , 22-31.
[6] Aseena N. (2016). Finite ElementAnalysisofRetrofitted
Exterior Beam Column Joint. International Journal of
Innovative Research in Science, 153787-15392
[7] Zhang, Y.-G. (1994). Finite element modeling of
reinforced concrete structures. Elsevier Science B.V.,
51-58.
[8] Pandit, G. S. (2008). Structural Analysis a matrix
approach. new delhi: Tata McGraw-Hill.
[9] Pandey V. (2018). Finite Element Analysis of Beam
Column Joint in RCC Structure. IJRASET. ,551-557

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IRJET-Analysis of Beam Column Joint using Finite Element Method – Comparative Study

  • 1. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 05 Issue: 06 | June-2018 www.irjet.net p-ISSN: 2395-0072 © 2018, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 2821 Analysis of Beam Column Joint using Finite Element Method – Comparative Study Vibha Pandey1, Dr. P.S. Bokare2 1Post graduate in Civil Engineering, RSR Rungta college of Engineering and Technology, Bhilai (C.G.) 2Principal and Professor in Civil Engineering, RSR Rungta college of Engineering and Technology, Bhilai (C.G.) ---------------------------------------------------------------------***--------------------------------------------------------------------- Abstract - The design of reinforced concrete structuressolely depends on various parameters like bending moment; shear force and stress induced in a particular member ofastructure. Variation in the magnitude of these parameters may alter the entire design of a particular element. Hence the analysis of a member quantifying above parameters is very important. Various methods are available for quantification of above referred parameters such as stiffness method, flexibility method, finite element method and strain energy method. It is prerogative of structural designer to use any of thesemethods. However the realistic design can be achieved if a proper analysis method is used. This paper presents the analysis results of beam column joint located at the intermediate position and at the end position of a two span beam column system. The analysis concludes that there is some variation in magnitude of various parameters quantified using stiffness method, flexibility method, finite element method and strain energy method. The lowest results were obtained by using finite element analysis (ANSYS). Key Words: Stiffness method, Flexibility method, Finite element method and Strain energy method for beam column joint. 1. INTRODUCTION In RC buildings, portions of columns through the beams at their intersections are called beam-column joints. Beam column joint is the crucial zone in a reinforced concrete frame. It is subjected to large forces during its service life and itsbehavior has a significant influence on the stabilityof the structure. In the design of reinforcedconcretestructures, much of the attention is embarked towards calculation of strength of the basic structural elementslikebeam, columns and slabs. Comparatively lesser emphasis has been laid on intermediate and end column beam joints. Keeping this in view, paper presents the results of numerical study of reinforced concrete end and intermediate joint by force method and displacement method. The second phase of the study includes the comparison of numerical results to the results obtained by general-purpose finite element analysis software ANSYS R16.2. Finite Element analysis method introduced by Zeinkiewicz (1) analyses the structure fairly well and near accurate. The state of stress, bending moment and shear force has been evaluated at centre of the beam column joint (end and intermediate joint). 2. Methodology The analysis of end and intermediate beam-column joint is carried out using stiffness coefficient method, flexibility coefficient method, strain energy method and finite element method (ANSYS).The beam column jointshasidentical beam and column sizes. Beam-column joint of size 500 x 700 x 3500 mm long for column and 150 x 625 x 8000 mm long for beam, made of M40 grade concrete are used for study as shown in Table I. The reinforcement design of beam column joints is shown in Table II. Dead load of 16.5 kN/m and live load of 3kN/m are considered for analysis. The end and intermediate joints of the specified beam column structure are idealized for finite element method.ANSYSiswidelyused finite element software for analysis of reinforced concrete structures. Table -1: Details of beam column Specimen Size (mm) FCK (N/mm2) Cover (mm) Beam 150x 625 40 25 Column 500x 700 40 40 Table -2: Design Details of Reinforcement Joint Specime n Beam Upper Sectio n (mm) Beam Lower Sectio n (mm) Stirr ups (mm ) Colum n Sectio n (mm) FY (N/m m2) Joint 1(end) 4 12 2 12 8@ 300 12 12 500 Joint 2 (interme diate) 4 12 2 12 8@ 300 12 12 500 The stress, bending moment and shear force is evaluated by hand calculation while using:- 1. Stiffness method 2. Flexibility method 3. Strain energy method
  • 2. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 05 Issue: 06 | June-2018 www.irjet.net p-ISSN: 2395-0072 © 2018, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 2822 ANSYS program is used to evaluate stress, bending moment and shear force by using finite element method. The key diagram of the analysis by stiffness and flexibility matrix method is shown below:- Fig -1: Key diagram of analysis 3. Modeling of Beam-Column Joint The beam-column joint is modeled in ANSYS software using the above element typesand the materialproperties.Someof the modeling details are shown in the following figures. Fig -2: Reinforcement modeling of joints Fig -3: Beam column structure model 4. Result and Discussion Geometricdrawingsofthe joints are prepared byusing finite element analysis tool ANSYSR16.2. ANSYS is a finite element software package for analysis of reinforced concrete structure. ANSYS is adopted for the analysis because of ease provided by it for the results at the centre ofthe joints. Grade of concrete used for beam column structure is considered as M 40 and HYSD (Fe 500) bars are used as reinforcement. As per IS 875(Part 1 and 2), 1987dead load and live load combination are considered. A uniformly distributed load of 19.5 kN/m is considered. 4.1 Magnitudes of bending stresses at end and intermediate joints are as follows- Sl. No. Joint Specimen Bending Moment (KN-m) Stiffness Method Flexibility Method Finite Element Method Strain Energy Method 1 End Joint 72.16 72.32 83.67 101.18 2 Intermediate Joint 119.78 119.84 98.13 85.00 4.2 Magnitudes of shear force at end and intermediate joints are as follows- Sl. No. Joint Specimen Shear force (KN) Stiffness Method Flexibility Method Finite Element Method Strain Energy Method 1 End Joint 72.10 72.06 67.91 80.06 2 Intermediate Joint 83.90 83.94 70.64 75.94 4.3 Magnitudes of bending stresses at end and intermediate joints are as follows- Sl. No. Joint Specimen Stresses (N/mm2) Stiffness Method Flexibility Method Finite Element Method Strain Energy Method 1 End Joint 0.77 0.77 0.72 0.85 2 Intermediate Joint 0.89 0.90 0.75 0.81
  • 3. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 05 Issue: 06 | June-2018 www.irjet.net p-ISSN: 2395-0072 © 2018, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 2823 5. Conclusions The main conclusions drawn from the analysis of beam column joints are summarized below- 1. There is some variation in the magnitude of various parameters quantified using stiffness method, flexibility method, finite element method and strainenergymethod. 2. The lowest results were obtained by using finite element analysis. REFERENCES [1] OC Zienkiewicz, RL Taylor , The finite element method 1977, pub. civil.dept.shef.ac.uk [2] B. C. Punmia, A. K. (2004).THEORY OF STRUCTURES. New Delhi: Laxmi Publication (P) LTD. [3] IS 456:2000, PLAIN AND REINFORCED CONCRETE - CODE OF PRACTICE. New Delhi: Bureau of Indian Standard. [4] Bhavikatti,S. S. (2010). FINITE ELEMENT ANALYSIS. New Age Iternational(P) Ltd. [5] Sohailuddin, S. (2013). FINITE ELEMENT MODELING OF REINFORCED CONCRETE BEAM COLUMN JOINT USING ANSYS. Int. J. Struct. & Civil Engg. Res , 22-31. [6] Aseena N. (2016). Finite ElementAnalysisofRetrofitted Exterior Beam Column Joint. International Journal of Innovative Research in Science, 153787-15392 [7] Zhang, Y.-G. (1994). Finite element modeling of reinforced concrete structures. Elsevier Science B.V., 51-58. [8] Pandit, G. S. (2008). Structural Analysis a matrix approach. new delhi: Tata McGraw-Hill. [9] Pandey V. (2018). Finite Element Analysis of Beam Column Joint in RCC Structure. IJRASET. ,551-557