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International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072
© 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1735
STRUCTURAL PERFORMANCE OF DETACHABLE STEEL COLUMNS WITH
BOLTED-FLANGE CONNECTIONS USING FEM
Abhilash P1, Srudhi. J2
1P.G.Student, Department of Civil Engineering, Cochin Institute of Science & Technology, Muvattupuzha,
Ernakulam, India
2Assistant Professor, Department of Civil Engineering, Cochin Institute of Science & Technology, Muvattupuzha,
Ernakulam, India
---------------------------------------------------------------------***---------------------------------------------------------------------
Abstract - The detachablebolted-flangeconnection isanew
type of application for connecting the square hollow section
(SHS) column or the circular hollow section (CHS) in
prefabricated steel structures, which may carry the
combination of bending moment and shear under dead loads,
live loads, wind loads or even seismic loads. The performance
of the detachable steel columns with bolted-flange connection
used in the structural column is different from the pipelines
connection. To investigate the structural performance of
column with bolted-flange connection under different loading
conditions, this study conducted by finite element analysis
(FEA) of fivecolumn-to-columnbolted-flangeconnections with
different shapes, position of joint and inclination. The test
agreed well with the FEA, which verifies the FEA. The
influences of the different cross section, position of joint and
inclination on the stiffness and strength of the column were
studied, and the failure mode and mechanism of the
connection were obtained.
Key Words: Detachable Steel Column, Bolted-Flange
Connection, Column to Column connection, Square Hollow
Section, Circular Hollow Section, Finite Element Analysis,
ANSYS 16.1
1. INTRODUCTION
Steel structures have an excellent degree of workability and
it is very suitable for the industrial production and its
connection through the high strength bolts. They are very
easy to handle and transport by its standardized design. It
helps to reduce the construction time by reducing the man
power through its bolting up on site. The bolted connection
are of two type, bearing type and non-bearing type. The
bearing type the loads are transferred directly or through a
division plate from the upper shaft while the non-bearing
type, the loads are transferred through the bolts and splices.
The column flanges are provided in high rise building on
every two or three story. The connections are placed above
on each floor levels. This helps a proper height for the
connection (Green Book-SCI P358).
The aim of this paper is to investigate the bearing
performance of bolted steel column-to-column connections
under lateral loads, axial loads and eccentric loading by
means of a method that takes into account the possibility of
displacement of column from the bolted connection. The
influences in bearing capacity of bolted-flanged steel
column-to-column connection on the differentcrosssection,
position of joint, and the failure mode and mechanism of the
joints were obtained under different loading conditions like
lateral loads, axial loads and eccentric loads. The sizes of
section is determined by maintaining the weight of the
section constant. The connection parameters include flange
thickness, bolt edge distance, flangeedgewidthand bolthole
diameter. A significant prying action formed on the column
flange surfaces, increased the bolt tension in the tensile
region, and caused the bolt shanks toexperiencetensionand
bending moment. X.C. Liu et al. (2018) [1].
This study is to conduct an evaluation of strength behavior,
ductility behavior, stress distribution and load-deflection by
FEA with columns of square hollow section, circular hollow
section, bolted-flange connections are placed on bottomand
middle of the column and inclined square hollow section.
The lateral loading, axial loading and eccentric loading are
applied on all the cases. By analyzing the load-deflection,
find out the performance of the different columns on their
position of connection and inclination.
1.1 Objectives
The project focused on the performance study of detachable
column to column bolted flange connection in prefabricated
steel structures. An extensive parametric study was
conducted on this finite element models to investigate the
strength behavior, ductility behavior, load deflection and
stress distribution of columns with bolted–flangeconnection
under various shapes andpositionofjointsandinclinationon
lateral, axial and eccentric loading conditions.
2. MODELLING AND ANALYSIS
The verification of finiteelementmodelofsectionsizeofeach
column is 200x10. All the specimens were made from IS961
steel. Twelve M20 high strength bolts were used. The bolt
edge distance is 30mm, flange edge width is 55mm, flange
thickness is 25mm and bolt hole diameter is 2mm. The finite
element model is created in ANSYS using different element
Types, Real Constants andMaterial Models andisassignedto
respective elements of the model. The loads and boundary
conditionsare then applied. Next, the materialpropertiesare
defined. The materials consist of structural steel and bolt,
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072
© 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1736
their engineering data are assigned. Table 1 shows the
material property of connection elements.
Table -1: Material property of connection elements
Material Modulus of
elasticity
(GPa)
Poisson’s
ratio
Yielding
stress
(MPa)
Ultimate
stress
(MPa)
ST345
200 0.3 345 460
M20 S10.9
200 0.3 1000 460
2.1 Boundary Condition, Contact Interactions and
Loading
The column was consideredfixedatthebottom.Inreality,the
connected components are related to each other frictionally.
In the software as well, they are connected to each other
frictionally with a friction coefficient of 0.2. Moreover, they
are totally constrained by bond contact order instead of
modelling the welds of sections.
2.2 Selected Parameters
The dimensions of the columns, flanges and stiffenersarethe
same in all connections. The first parametric study was
change in shapeof columns.Two different shapeareselected
they are square and circular.
The secondly changed parameter was the position of bolted-
flange joint. The joints are placed on the square hollow
section column at bottom and middle were selected.
Third parameter was the change in inclination on columnsof
square hollow section. There are two models, which one top
inclined column and one bottom inclined column. For this
analysis the best position of joint is taken from the above
analysis.
Finally three different loadings such as lateral loading, axial
loading and eccentric loading were selected for the
performance evaluation like strength behavior, ductility
behavior and stress distribution of different column models.
The analysis was done in ANSYS software.
Fig -1: Boundary conditions and lateral loading
Chart -1: Load deflection curve
In the finite element software, loading was applied statically
which a displacement control loading is to the top of the
column up to the final loading step. Fig 2 shows the curve of
the load at the bolted flanged column vs. the horizontal
displacement at the top of the specimen. Then analyse the
model in ANSYS Workbench 16.1.
3. RESULTS AND DISCUSSION
3.1 The Performance of Change in Shape of
Columns
In this study, there are two models. In eachmodel havesame
overall weight. The dimensions of the flange connection and
stiffeners are the same in all connections. The models are
different just in the shape of columns.
SHS - LL CHS - LL
SHS - AL CHS - AL
SHS – EL – 25% CHS - EL – 25%
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072
© 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1737
SHS - EL – 50% CHS - EL – 50%
Fig -2: Total deformation of SHS and CHS columns
(a) LL (b) AL
(c) EL 25% (d) EL 50%
Chart -2: Load deflection curve
Chart. 2(a) shows the load-deflection graph of the SHS and
CHS column with bolted-flange connection.Accordingtothis
graph the circular hollow section column with bolted-flange
connection have the maximum lateral load carryingthanthe
square hollow sectioncolumn.TheCHScolumncancarry8%
of additional lateral load than the SHS column.
Chart. 2(b) shows the load-deflection graph of the SHS and
CHS column with bolted-flange connection.Accordingtothis
graph the circular hollow section column with bolted-flange
connection have a slightly larger axial load carryingcapacity
than the square hollow section column. The CHS column can
carry 0.14% of additional axial load than the SHS column.
The eccentric loading is act on 25mm from the axis of the
SHS column and 29mm in CHS column. According to this
figure, in the bolted-flange connections is in its safe region.
The column failure is happened before the connection
failure. The connection is strong enough to hold both SHS
and CHS column. Thus the load deflection graph (chart 2(c))
shows only a small increase (2.4%) in load carryingcapacity
in CHS than SHS.
The eccentric loading is act on 50mm from the axis of the
SHS column and 58mm in CHS column. According to this
figure, in the bolted-flange connections is in its safe region.
The column failure is happened before the connection
failure. The connection is strong enough to hold both SHS
and CHS column. Thus the load deflection graph (chart2(d))
shows only a small increase (2.8%) in load carryingcapacity
in CHS than SHS.
3.2 The Performance of Change in Position of
Bolted-Flange Connection
In this study, there are two models and each model have
same dimensions according to their shapes. The dimensions
of the flange connection and stiffeners are the same in all
connections. The models are different just in the position of
connections, one is on the bottom and next is on the middle.
The joint is placed on 200mm and 825mm from the bottom.
The overall weight of the column, dimensions of the bolted-
flange connections are kept constant.
CON @ BOT - LL CON @ MID - LL
CON @ BOT - AL CON @ MID - AL
CON @ BOT – EL – 25% CON @ MID – EL – 25%
CON @ BOT – EL – 50% CON @ MID – EL – 50%
Fig -3: Total deformation of columns with connection at
bottom and middle
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072
© 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1738
(a) LL (b) AL
(c) EL 25% (d) EL 50%
Chart -3: Load deflection curve
Chart. 3(a) shows the load- deflection of bolted-flange
connection at bottom and middle under lateral loading.
According to this figure the connection at middle have a
small increase (1.5%) in load carrying capacity than the
connection at bottom.
Chart. 3(b) shows the load- deflection of bolted-flange
connection at bottom and middle under axial loading.
According to this figure the connection at middle have
almost same load carrying capacity than the connection at
bottom.
On eccentric loading, the load is placed 25mm the axis of in-
plane. Chart. 3(c) shows the load- deflection of bolted-flange
connection at bottom and middle. According to this figure
the connection at middle have a small increase (2%) in load
carrying capacity than the connection at bottom.
On eccentric loading, the load is placed 50mm the axis of in-
plane. Chart. 3(d) shows the load- deflectionofbolted-flange
connection at bottom and middle. According to this figure
the connection at middle have a small increase (1.8%) in
load carrying capacity than the connection at bottom.
3.3 The Performance of Change in Inclination of
Columns
In this study, there are two different inclined columns are
taken. In each model have same dimensions according to
their shapes. The dimensions of the flange connection and
stiffeners are the same in all connections. The bottom
column is fixed on its base. The inclined columns are placed
on different positions, they are at top and bottom of the
connection respectively. Three degree of inclinationistaken
on columns for safe inclination.
UN INC - LL BC INC - LL TC INC - LL
UN INC - AL BC INC - AL TC INC - AL
UN INC – EL - 25% BC INC –EL- 25% TC INC –EL -25%
UN INC – EL - 50% BC INC –EL–50% TC INC –EL– 50%
Fig -4: Total deformation of inclined and un-inclined
columns
(a) LL (b) AL
(c) EL 25% (d) EL 50%
Chart -4: Load deflection curve
Chart. 3(a) Fig.4.20 shows the load-deflection of bolted
connection of inclinedandun-inclinedcolumnsunderlateral
loading. Only a negligible differenceinloadcarryingcapacity
of columns with inclination.
Chart. 3(b) shows the load-deflectionof boltedconnectionof
inclined and un-inclined columns. Only a small difference
(2%) in load carrying capacity of columns with inclination.
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072
© 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1739
The eccentric load is applied on 25mm from the axis of in-
plane and the inclination is taken only three degree. Chart.
3(c) shows the load-deflection of bolted connection of
inclined and un-inclined columns. Only a small difference
(2.5%) in load carrying capacity of columns withinclination.
The eccentric load is applied on 50mm from the axis of in-
plane and the inclination is taken only three degree. Chart.
3(d) shows the load-deflection of bolted connection of
inclined and un-inclined columns. Only a small difference
(2.5%) in load carrying capacity of columns withinclination.
4. COMPARISON OF RESULTS
A total of five models were analyzed under different loading
conditions such as lateral loading, axial and eccentric
loading. In each model have same dimensions according to
their shapes. The dimensions of the flange connection and
stiffeners are the same in all connections.
4.1 The Effect of Columns in Lateral Load
Chart-5 presents the comparison of lateral load on all five
models. According to thesefigure,thecircularhollowsection
(CHS) column have the larger load bearing capacity than all
other four models. The SHS column with connection at
middle have larger load carrying capacity than the bottom
connection. The top inclined columnandthe bottominclined
column have almost same load carrying capacity, it can take
a small more amount of lateral load than the uninclined
column.
Chart -5: Comparison of load - lateral loading case
Chart -6: Comparison of deflection - lateral loading case
Chart-6 shows the comparison of deflection under lateral
loading. According to this figure the SHS have a larger
deflection than all other columns, so it has more ductile
behavior than other columns. The CHS has a 43% of drop in
deflection than the SHS. The SHS column with connection at
bottom has 80% of more deflection than the column with
connection at middle. The bottominclinedcolumnhaslarger
deflection than the top inclined column and uninclined
columns.
4.2 The Effect of columns in Axial Load and
Eccentric Load
Axial loading is the loading with eccentricity zero. Chart-7
presents the comparison of axial and eccentric load on all
five models. According to these figure, the axial load in SHS
and CHS have almost same value, the column with
inclination have a 7% decrease in loading capacity. All
columns have almost same load carrying capacity with
eccentric loadings at 25% and 50%.the load carrying
capacity of inclined columns may be decreases with the
increase in inclination of top and bottom columns.
Chart -7: Comparison of load - axial and eccentric
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072
© 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1740
Chart -8: Comparison of deflection - axial and eccentric
Chart-8 shows the comparison of deflection under axial and
eccentric loading. According to this figure the SHS with
connection at middle have a larger deflection than all other
columns, so it has more ductile behaviorthanothercolumns.
The inclined and uninclined column has almost same
deflection.
5. CONCLUSIONS
The following conclusions may be drawn from the Finite
Element Analysis (FEA) performed on five columns with
flange connections, the following conclusionswereobtained
by using finite element analysis softwareANSYS Workbench
16.1.
• On the performance evaluation of five different columns
lead to a conclusion that circular hollow section have the
maximum strength than the square hollow section.
• The location of bolted flange connection joint of square
hollow section column on the middle have larger load
bearing capacity than in bottom.
• The load carrying capacity decreases with inclination of
columns.
• The inclined top column is safe than the inclined bottom
column.
• The inclination of columns lead to the failure of columns.
• The square hollow section column has taken more
deflection than the circular hollow section column.
• The square hollow section column with connection at
bottom take double the deflection than the connection at
middle.
• There may be a performance change will happen, whenthe
application of load may be on out-plane side or variation in
angle of inclination from 4 degree to above.
• The column is failure in all the conditions, the joint is not at
all intact.
REFERENCES
[1] X.C. Liu, X.N. He, H.X. Wang, Z.W. Yang, S.H. Pu, Zhang
Ailin (2018), “Bending-shear performanceofcolumn-to-
column bolted-flange connections in prefabricated
multi-high-rise steel structures”, Journal of
Constructional Steel Research, Page No. 28–48.
[2] X.C. Liu, X.N. He, H.X. Wang, A.L. Zhang (2018),
“Compression-bend-shearing performance of column-
to-column bolted flange connections in prefabricated
multi-high-risesteel structures”,EngineeringStructures,
Page No. 439–460.
[3] J.D. Nzabonimpa, Won-Kee Hong (2018), “Structural
performance of detachable precast composite column
joints with mechanical metal plates”, Engineering
Structures, Page No. 366–382.
[4] X.C. Liu, S.H. Pu, A.L. Zhang, X.X. Zhan (2017),
“Performance analysis and design of boltedconnections
in modularized prefabricated steel structures”, Journal
of Constructional Steel Research, Page No. 360–373.
[5] BartlomiejBlachowski,WitoldGutkowski(2016),“Effect
of damaged circular flange-bolted connections on
behaviour of tall towers, modelled by multilevel
substructuring”, Engineering Structures, Page No. 93–
103.
[6] Wei Li, Lin-Hai Han, Qing-Xin Ren (2013), “Inclined
concrete-filled SHS steel column to steel beam joints
under monotonic and cyclic loading: Experiments”,
Thin-Walled Structure, Page No.118–130.
[7] Hoang Van-Long, Jaspart Jean-Pierre, Demonceau Jean-
François (2013), “Behaviour of bolted flange joints in
tubular structures under monotonic, repeated and
fatigue loadings I: Experimental tests”, Journal of
Constructional Steel Research, Page No. 1–11.
[8] Y.Q. Wang, L. Zong, Y.J. Shi (2013), “Bending behavior
and design model of bolted flange-plate connection”,
Journal of Constructional Steel Research, PageNo.1–16.
[9] Yu Luan, Zhen-Qun Guan, Geng-Dong, Cheng, Song Liu
(2012), “A simplified nonlinear dynamic model for the
analysis of pipe Structures with bolted flange joints”,
Journal of Sound and Vibration, Page No. 325–344.
[10] H. Kurz, E. Roos (2012), “Design of floating type bolted
flange connections with grp flanges”, International
Journal of Pressure Vessels and Piping, Page No. 1-8.
[11] A. T. Wheeler, M. J. Clarke, G. J. Hancock, and T. M.
Murray (1998), “Design model for bolted moment end
plate connections joining rectangular hollow sections”,
Journal of structural engineering, Page No. 164-173.
[12] C. C. Baniotofqulos And K. M. Abdalla (1993), “Steel
column-to-column connections under combined load: a
quadratic programming approach”, Computers &
Structures Vol. 46, Page No. 13-20.
[13] Jeffrey A. Packer, Lulgi Bruno and Peter C. Birkemoe
(1989), “LIMIT ANALYSIS OF BOLTED RHS FLANGE
PLATE JOINTS”, Journal of structural engineering, Page
No. 2226-2242.
[14] Ben Kato and Akiyoshi Mukai (1985), “Bolted Tension
Flanges Joining Square Hollow Section Members”,
Journal of Construction Steel Research 5, Page No. 163-
177.

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IRJET- Structural Performance of Detachable Steel Columns with Bolted-Flange Connections using Fem

  • 1. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072 © 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1735 STRUCTURAL PERFORMANCE OF DETACHABLE STEEL COLUMNS WITH BOLTED-FLANGE CONNECTIONS USING FEM Abhilash P1, Srudhi. J2 1P.G.Student, Department of Civil Engineering, Cochin Institute of Science & Technology, Muvattupuzha, Ernakulam, India 2Assistant Professor, Department of Civil Engineering, Cochin Institute of Science & Technology, Muvattupuzha, Ernakulam, India ---------------------------------------------------------------------***--------------------------------------------------------------------- Abstract - The detachablebolted-flangeconnection isanew type of application for connecting the square hollow section (SHS) column or the circular hollow section (CHS) in prefabricated steel structures, which may carry the combination of bending moment and shear under dead loads, live loads, wind loads or even seismic loads. The performance of the detachable steel columns with bolted-flange connection used in the structural column is different from the pipelines connection. To investigate the structural performance of column with bolted-flange connection under different loading conditions, this study conducted by finite element analysis (FEA) of fivecolumn-to-columnbolted-flangeconnections with different shapes, position of joint and inclination. The test agreed well with the FEA, which verifies the FEA. The influences of the different cross section, position of joint and inclination on the stiffness and strength of the column were studied, and the failure mode and mechanism of the connection were obtained. Key Words: Detachable Steel Column, Bolted-Flange Connection, Column to Column connection, Square Hollow Section, Circular Hollow Section, Finite Element Analysis, ANSYS 16.1 1. INTRODUCTION Steel structures have an excellent degree of workability and it is very suitable for the industrial production and its connection through the high strength bolts. They are very easy to handle and transport by its standardized design. It helps to reduce the construction time by reducing the man power through its bolting up on site. The bolted connection are of two type, bearing type and non-bearing type. The bearing type the loads are transferred directly or through a division plate from the upper shaft while the non-bearing type, the loads are transferred through the bolts and splices. The column flanges are provided in high rise building on every two or three story. The connections are placed above on each floor levels. This helps a proper height for the connection (Green Book-SCI P358). The aim of this paper is to investigate the bearing performance of bolted steel column-to-column connections under lateral loads, axial loads and eccentric loading by means of a method that takes into account the possibility of displacement of column from the bolted connection. The influences in bearing capacity of bolted-flanged steel column-to-column connection on the differentcrosssection, position of joint, and the failure mode and mechanism of the joints were obtained under different loading conditions like lateral loads, axial loads and eccentric loads. The sizes of section is determined by maintaining the weight of the section constant. The connection parameters include flange thickness, bolt edge distance, flangeedgewidthand bolthole diameter. A significant prying action formed on the column flange surfaces, increased the bolt tension in the tensile region, and caused the bolt shanks toexperiencetensionand bending moment. X.C. Liu et al. (2018) [1]. This study is to conduct an evaluation of strength behavior, ductility behavior, stress distribution and load-deflection by FEA with columns of square hollow section, circular hollow section, bolted-flange connections are placed on bottomand middle of the column and inclined square hollow section. The lateral loading, axial loading and eccentric loading are applied on all the cases. By analyzing the load-deflection, find out the performance of the different columns on their position of connection and inclination. 1.1 Objectives The project focused on the performance study of detachable column to column bolted flange connection in prefabricated steel structures. An extensive parametric study was conducted on this finite element models to investigate the strength behavior, ductility behavior, load deflection and stress distribution of columns with bolted–flangeconnection under various shapes andpositionofjointsandinclinationon lateral, axial and eccentric loading conditions. 2. MODELLING AND ANALYSIS The verification of finiteelementmodelofsectionsizeofeach column is 200x10. All the specimens were made from IS961 steel. Twelve M20 high strength bolts were used. The bolt edge distance is 30mm, flange edge width is 55mm, flange thickness is 25mm and bolt hole diameter is 2mm. The finite element model is created in ANSYS using different element Types, Real Constants andMaterial Models andisassignedto respective elements of the model. The loads and boundary conditionsare then applied. Next, the materialpropertiesare defined. The materials consist of structural steel and bolt,
  • 2. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072 © 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1736 their engineering data are assigned. Table 1 shows the material property of connection elements. Table -1: Material property of connection elements Material Modulus of elasticity (GPa) Poisson’s ratio Yielding stress (MPa) Ultimate stress (MPa) ST345 200 0.3 345 460 M20 S10.9 200 0.3 1000 460 2.1 Boundary Condition, Contact Interactions and Loading The column was consideredfixedatthebottom.Inreality,the connected components are related to each other frictionally. In the software as well, they are connected to each other frictionally with a friction coefficient of 0.2. Moreover, they are totally constrained by bond contact order instead of modelling the welds of sections. 2.2 Selected Parameters The dimensions of the columns, flanges and stiffenersarethe same in all connections. The first parametric study was change in shapeof columns.Two different shapeareselected they are square and circular. The secondly changed parameter was the position of bolted- flange joint. The joints are placed on the square hollow section column at bottom and middle were selected. Third parameter was the change in inclination on columnsof square hollow section. There are two models, which one top inclined column and one bottom inclined column. For this analysis the best position of joint is taken from the above analysis. Finally three different loadings such as lateral loading, axial loading and eccentric loading were selected for the performance evaluation like strength behavior, ductility behavior and stress distribution of different column models. The analysis was done in ANSYS software. Fig -1: Boundary conditions and lateral loading Chart -1: Load deflection curve In the finite element software, loading was applied statically which a displacement control loading is to the top of the column up to the final loading step. Fig 2 shows the curve of the load at the bolted flanged column vs. the horizontal displacement at the top of the specimen. Then analyse the model in ANSYS Workbench 16.1. 3. RESULTS AND DISCUSSION 3.1 The Performance of Change in Shape of Columns In this study, there are two models. In eachmodel havesame overall weight. The dimensions of the flange connection and stiffeners are the same in all connections. The models are different just in the shape of columns. SHS - LL CHS - LL SHS - AL CHS - AL SHS – EL – 25% CHS - EL – 25%
  • 3. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072 © 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1737 SHS - EL – 50% CHS - EL – 50% Fig -2: Total deformation of SHS and CHS columns (a) LL (b) AL (c) EL 25% (d) EL 50% Chart -2: Load deflection curve Chart. 2(a) shows the load-deflection graph of the SHS and CHS column with bolted-flange connection.Accordingtothis graph the circular hollow section column with bolted-flange connection have the maximum lateral load carryingthanthe square hollow sectioncolumn.TheCHScolumncancarry8% of additional lateral load than the SHS column. Chart. 2(b) shows the load-deflection graph of the SHS and CHS column with bolted-flange connection.Accordingtothis graph the circular hollow section column with bolted-flange connection have a slightly larger axial load carryingcapacity than the square hollow section column. The CHS column can carry 0.14% of additional axial load than the SHS column. The eccentric loading is act on 25mm from the axis of the SHS column and 29mm in CHS column. According to this figure, in the bolted-flange connections is in its safe region. The column failure is happened before the connection failure. The connection is strong enough to hold both SHS and CHS column. Thus the load deflection graph (chart 2(c)) shows only a small increase (2.4%) in load carryingcapacity in CHS than SHS. The eccentric loading is act on 50mm from the axis of the SHS column and 58mm in CHS column. According to this figure, in the bolted-flange connections is in its safe region. The column failure is happened before the connection failure. The connection is strong enough to hold both SHS and CHS column. Thus the load deflection graph (chart2(d)) shows only a small increase (2.8%) in load carryingcapacity in CHS than SHS. 3.2 The Performance of Change in Position of Bolted-Flange Connection In this study, there are two models and each model have same dimensions according to their shapes. The dimensions of the flange connection and stiffeners are the same in all connections. The models are different just in the position of connections, one is on the bottom and next is on the middle. The joint is placed on 200mm and 825mm from the bottom. The overall weight of the column, dimensions of the bolted- flange connections are kept constant. CON @ BOT - LL CON @ MID - LL CON @ BOT - AL CON @ MID - AL CON @ BOT – EL – 25% CON @ MID – EL – 25% CON @ BOT – EL – 50% CON @ MID – EL – 50% Fig -3: Total deformation of columns with connection at bottom and middle
  • 4. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072 © 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1738 (a) LL (b) AL (c) EL 25% (d) EL 50% Chart -3: Load deflection curve Chart. 3(a) shows the load- deflection of bolted-flange connection at bottom and middle under lateral loading. According to this figure the connection at middle have a small increase (1.5%) in load carrying capacity than the connection at bottom. Chart. 3(b) shows the load- deflection of bolted-flange connection at bottom and middle under axial loading. According to this figure the connection at middle have almost same load carrying capacity than the connection at bottom. On eccentric loading, the load is placed 25mm the axis of in- plane. Chart. 3(c) shows the load- deflection of bolted-flange connection at bottom and middle. According to this figure the connection at middle have a small increase (2%) in load carrying capacity than the connection at bottom. On eccentric loading, the load is placed 50mm the axis of in- plane. Chart. 3(d) shows the load- deflectionofbolted-flange connection at bottom and middle. According to this figure the connection at middle have a small increase (1.8%) in load carrying capacity than the connection at bottom. 3.3 The Performance of Change in Inclination of Columns In this study, there are two different inclined columns are taken. In each model have same dimensions according to their shapes. The dimensions of the flange connection and stiffeners are the same in all connections. The bottom column is fixed on its base. The inclined columns are placed on different positions, they are at top and bottom of the connection respectively. Three degree of inclinationistaken on columns for safe inclination. UN INC - LL BC INC - LL TC INC - LL UN INC - AL BC INC - AL TC INC - AL UN INC – EL - 25% BC INC –EL- 25% TC INC –EL -25% UN INC – EL - 50% BC INC –EL–50% TC INC –EL– 50% Fig -4: Total deformation of inclined and un-inclined columns (a) LL (b) AL (c) EL 25% (d) EL 50% Chart -4: Load deflection curve Chart. 3(a) Fig.4.20 shows the load-deflection of bolted connection of inclinedandun-inclinedcolumnsunderlateral loading. Only a negligible differenceinloadcarryingcapacity of columns with inclination. Chart. 3(b) shows the load-deflectionof boltedconnectionof inclined and un-inclined columns. Only a small difference (2%) in load carrying capacity of columns with inclination.
  • 5. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072 © 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1739 The eccentric load is applied on 25mm from the axis of in- plane and the inclination is taken only three degree. Chart. 3(c) shows the load-deflection of bolted connection of inclined and un-inclined columns. Only a small difference (2.5%) in load carrying capacity of columns withinclination. The eccentric load is applied on 50mm from the axis of in- plane and the inclination is taken only three degree. Chart. 3(d) shows the load-deflection of bolted connection of inclined and un-inclined columns. Only a small difference (2.5%) in load carrying capacity of columns withinclination. 4. COMPARISON OF RESULTS A total of five models were analyzed under different loading conditions such as lateral loading, axial and eccentric loading. In each model have same dimensions according to their shapes. The dimensions of the flange connection and stiffeners are the same in all connections. 4.1 The Effect of Columns in Lateral Load Chart-5 presents the comparison of lateral load on all five models. According to thesefigure,thecircularhollowsection (CHS) column have the larger load bearing capacity than all other four models. The SHS column with connection at middle have larger load carrying capacity than the bottom connection. The top inclined columnandthe bottominclined column have almost same load carrying capacity, it can take a small more amount of lateral load than the uninclined column. Chart -5: Comparison of load - lateral loading case Chart -6: Comparison of deflection - lateral loading case Chart-6 shows the comparison of deflection under lateral loading. According to this figure the SHS have a larger deflection than all other columns, so it has more ductile behavior than other columns. The CHS has a 43% of drop in deflection than the SHS. The SHS column with connection at bottom has 80% of more deflection than the column with connection at middle. The bottominclinedcolumnhaslarger deflection than the top inclined column and uninclined columns. 4.2 The Effect of columns in Axial Load and Eccentric Load Axial loading is the loading with eccentricity zero. Chart-7 presents the comparison of axial and eccentric load on all five models. According to these figure, the axial load in SHS and CHS have almost same value, the column with inclination have a 7% decrease in loading capacity. All columns have almost same load carrying capacity with eccentric loadings at 25% and 50%.the load carrying capacity of inclined columns may be decreases with the increase in inclination of top and bottom columns. Chart -7: Comparison of load - axial and eccentric
  • 6. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 06 Issue: 05 | May 2019 www.irjet.net p-ISSN: 2395-0072 © 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 1740 Chart -8: Comparison of deflection - axial and eccentric Chart-8 shows the comparison of deflection under axial and eccentric loading. According to this figure the SHS with connection at middle have a larger deflection than all other columns, so it has more ductile behaviorthanothercolumns. The inclined and uninclined column has almost same deflection. 5. CONCLUSIONS The following conclusions may be drawn from the Finite Element Analysis (FEA) performed on five columns with flange connections, the following conclusionswereobtained by using finite element analysis softwareANSYS Workbench 16.1. • On the performance evaluation of five different columns lead to a conclusion that circular hollow section have the maximum strength than the square hollow section. • The location of bolted flange connection joint of square hollow section column on the middle have larger load bearing capacity than in bottom. • The load carrying capacity decreases with inclination of columns. • The inclined top column is safe than the inclined bottom column. • The inclination of columns lead to the failure of columns. • The square hollow section column has taken more deflection than the circular hollow section column. • The square hollow section column with connection at bottom take double the deflection than the connection at middle. • There may be a performance change will happen, whenthe application of load may be on out-plane side or variation in angle of inclination from 4 degree to above. • The column is failure in all the conditions, the joint is not at all intact. REFERENCES [1] X.C. Liu, X.N. He, H.X. Wang, Z.W. Yang, S.H. Pu, Zhang Ailin (2018), “Bending-shear performanceofcolumn-to- column bolted-flange connections in prefabricated multi-high-rise steel structures”, Journal of Constructional Steel Research, Page No. 28–48. [2] X.C. Liu, X.N. He, H.X. Wang, A.L. Zhang (2018), “Compression-bend-shearing performance of column- to-column bolted flange connections in prefabricated multi-high-risesteel structures”,EngineeringStructures, Page No. 439–460. [3] J.D. Nzabonimpa, Won-Kee Hong (2018), “Structural performance of detachable precast composite column joints with mechanical metal plates”, Engineering Structures, Page No. 366–382. [4] X.C. Liu, S.H. Pu, A.L. Zhang, X.X. Zhan (2017), “Performance analysis and design of boltedconnections in modularized prefabricated steel structures”, Journal of Constructional Steel Research, Page No. 360–373. [5] BartlomiejBlachowski,WitoldGutkowski(2016),“Effect of damaged circular flange-bolted connections on behaviour of tall towers, modelled by multilevel substructuring”, Engineering Structures, Page No. 93– 103. [6] Wei Li, Lin-Hai Han, Qing-Xin Ren (2013), “Inclined concrete-filled SHS steel column to steel beam joints under monotonic and cyclic loading: Experiments”, Thin-Walled Structure, Page No.118–130. [7] Hoang Van-Long, Jaspart Jean-Pierre, Demonceau Jean- François (2013), “Behaviour of bolted flange joints in tubular structures under monotonic, repeated and fatigue loadings I: Experimental tests”, Journal of Constructional Steel Research, Page No. 1–11. [8] Y.Q. Wang, L. Zong, Y.J. Shi (2013), “Bending behavior and design model of bolted flange-plate connection”, Journal of Constructional Steel Research, PageNo.1–16. [9] Yu Luan, Zhen-Qun Guan, Geng-Dong, Cheng, Song Liu (2012), “A simplified nonlinear dynamic model for the analysis of pipe Structures with bolted flange joints”, Journal of Sound and Vibration, Page No. 325–344. [10] H. Kurz, E. Roos (2012), “Design of floating type bolted flange connections with grp flanges”, International Journal of Pressure Vessels and Piping, Page No. 1-8. [11] A. T. Wheeler, M. J. Clarke, G. J. Hancock, and T. M. Murray (1998), “Design model for bolted moment end plate connections joining rectangular hollow sections”, Journal of structural engineering, Page No. 164-173. [12] C. C. Baniotofqulos And K. M. Abdalla (1993), “Steel column-to-column connections under combined load: a quadratic programming approach”, Computers & Structures Vol. 46, Page No. 13-20. [13] Jeffrey A. Packer, Lulgi Bruno and Peter C. Birkemoe (1989), “LIMIT ANALYSIS OF BOLTED RHS FLANGE PLATE JOINTS”, Journal of structural engineering, Page No. 2226-2242. [14] Ben Kato and Akiyoshi Mukai (1985), “Bolted Tension Flanges Joining Square Hollow Section Members”, Journal of Construction Steel Research 5, Page No. 163- 177.