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International
OPEN ACCESS Journal
Of Modern Engineering Research (IJMER)
| IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 16|
Finite Element Analysis of frame with square meshing &
radial meshing in Soil Structure Interaction
Gaikwad M.V1
, Ghogare R.B 2
, Nemade P.D.3
1
Civil Dept. S.B.Patil college of engg. Indapur, Maharashtra, India
2
Civil Dept. S.B.Patil college of engg. Indapur, Maharashtra, India
3
Civil Dept. S.B.Patil college of engg. Indapur, Maharashtra, India
I. INTRODUCTION
The flexibility of foundation, the compressibility of soil mass and other factors play an important role
in the redistribution of moments and shear forces in the superstructure because of differential settlement of soil
mass. However, the structure always interacts with the soil to some extent during lateral loading, imposing soil
deformations that cause the motions of the structure - soil interface to differ from those that would have been
observed in the free field. The allowable movement of foundation and structure depends on soil structure
interaction. In Actuality, however, the structure always interacts with the soil to some extent during lateral
loading, imposing soil deformations that cause the motions of the structure - soil interface to differ from those
that would have been observed in the free field. By taking the effect of soil under the structure, it is evident that
time period of the structure gets increased. As regards to the soil structure interaction behaviour, the
differential settlements rather than the total settlements are responsible for redistribution/alteration of
forces/moments of superstructures. The allowable movement of foundation and structure depends on soil
structure interaction, desired serviceability such as visible, harmful cracking distortion.
1.1 Soil Structure Interaction
However, the structure always interacts with the soil to some extent during lateral loading, imposing
soil deformations that cause the motions of the structure - soil interface to differ from those that would have
been observed in the free field. The allowable movement of foundation and structure depends on soil structure
interaction.
II. Properties Of Material
Properties for masonry material and components should be based on the available construction
documents. The following material properties shall be obtained for the as-build structure. [1] Soil beneath
foundation can be any type of soil; it may be soft soil, may be rock or may be black cotton soil. So depending
upon its type the engineering and mechanical properties of soils are decided using different types of tests. [2]
In this study, finite element based software ANSYS 14.5 was used to generate and analyze building frame
models for the assessment of the relative effectiveness of the various lateral load resisting systems. Modeling is
done by Finite element method.
ABSTRACT: Mostly structure is analyzed and designed assuming fixed support at the foundation
level and hence effect of compressibility of soil under the foundation is ignored. The structure analyzed
and designed in this way does not give the actual or realistic behavior. In actual condition the structure
is generally supported on compressible soil mass. Present work is to study behavior of bare frame
having soil beneath. In these cases three types of soils are considered, soft, medium stiff and hard. For
the analysis of a building frame, the columns at the foundation level are considered as fixed. But in real
condition it is not the case. While considering soil in the analysis of building frame 100% fixity may not
be ensured. Because of the settlement and rotation of foundation, shear force and bending moment in
superstructure get altered. This effect is called as “Soil Structure Interaction”. The soil domain is
discredited by using square meshing and radial meshing. These cases are analyzed by using ANSYS 14.5
comprised between Square and Radial meshing for different extent of soil domain and presented to have
results and conclusion.
Key Words: Bending moment, Radial Meshing, Shear force, Soil Structure Interaction, Square meshing
Keywords (11Bold): About five key words in alphabetical order, separated by comma (10 Italic)
Finite Element Analysis of frame with square meshing & radial meshing………
| IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 17|
TABLE-1.Properties of different materials for analysis
Material Modulus of Elasticity (KN/mm2
) Poisson's ratio
Concrete 25 0.2
Soil
Soft 10 0.25
Medium 35 0.34
hard 80 0.45
2.1Section Properties
Size of Beam = 0.3 m x 0.45 m
Size of Column = 0.3m x 0.3 m
Thickness of Soil = 4.0 m
Depth of soil = 6 m
Width of soil = 15m
III. Procedure For Analysis Using Ansys
The analysis procedure can be summarized into the following steps:
 Modeling of frame, infill and the interface using the above mentioned elements.
 Assigning corresponding properties to the elements.
 Applying the load and assigning the constraints.
 Solving the problem.
 After solving the problem, the nodal forces in the link elements are checked only compression only link
elements are retained and the problem is solved again.
 The above step is repeated until the forces in the link elements are compressive.
IV. Linear Analysis Of Frame With Soil
Three types of soil are used in the analysis namely, soft, medium stiff and hard. A validation for
linear analysis of bare frame with soil with soil is made and found that results are fairly comparable.
Fig 1. Finite Element Discritization of Bare Frame with soil
TABLE 2. Bare frame with Soil: Maximum Displacement
DISPLACEMENT
Soil Type Soft Soil Medium Stiff Hard Soil
Along X 27.20 mm 19.39 mm 16.84 mm
Along Y 4.28 mm 1.20 mm 0.31 mm
Rot @ Z 0.0036 rad 0.0043 rad 0.0040 rad
Finite Element Analysis of frame with square meshing & radial meshing………
| IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 18|
TABLE 3. Bare frame with soil: Maximum Bending Moments, Axial Force and Shear Force in beam &
column
Type of Soil Column Beam
Moment (KNm) Force (KN) Moment (KNm) Force (KN)
Soft 75.3 49.98 75.05 49.98
Medium 75.4 50.14 74.8 49.8
Hard 75.5 49.72 74.7 49.72
V. Linear Analysis Of Bare Frame Without Soil
In this case linear analysis of bare frame without soil is carried out and results are compared.
TABLE 4. Bare Frame without Soil: Maximum Displacement
Bare frame
Along X direction 0.85 mm
Along Y direction 0.097 mm
Rotation @ Z 0.00030 radians
TABLE 5. Bare Frame without Soil: Maximum Bending Moment and forces in Columns and Beams
VI. Analysis Considering Different Extents Of Soil Domain
6.1 Square Meshing
The soil domain is discretized by using more number of four noded quadrilateral isoparametric
elements as shown in Fig 1. The section properties and the material properties of the floor beam, columns and
the foundation beam are in table 1. The soil domain is discretized by using four noded isoparametric elements
up to 6 m depth below the foundation beam element. As given in the Fig 1. different meshes M1, M2, M3, M4,
M5 and M6 shown, are analysed. Here the size of soil element is kept constant. The main aim of this study is
to find out the effect in horizontal displacement by modeling soil domain in constant square element. The
maximum horizontal displacements are obtained by ANSYS 14.5 for with Soil Structure Interaction.
Fig.2 Finite Element mesh for modeling of soil structure system for square meshing
Column Beam
Moment (KNm) Axial Force(KN) Moment (KNm) Shear Force(KN)
6.485 94.41 5.46 97.25
Finite Element Analysis of frame with square meshing & radial meshing………
| IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 19|
6.2 Radial Meshing
The analysis in this case is same as of square meshing; the only difference is that the size of element
is different as shown in Fig 2. In radial meshing the discretization is done in such a way that the size of
element is small near to the frame while goes on increasing while going at large depth. The section properties
and the material properties of the floor beam, columns and the foundation beam are kept same as in the section
4.2. The soil domain is discretized by using four noded isoparametric elements up to 6 m depth below the
foundation beam element.
Fig 3. Finite Element mesh for modeling of soil structure system for radial meshing
TABLE 6.Displacement for square and radial meshing for varying depth of soil domain
Maximum Horizontal Displacement
Depth (m) Square Meshing Radial Meshing
1 0.037741 0.034621
2 0.024588 0.022962
3 0.025951 0.024389
4 0.027173 0.025288
5 0.027906 0.025915
6 0.028466 0.029357
TABLE 7. Displacement for square and radial meshing for constant depth of soil domain
Maximum Horizontal Displacement
No. of element Square Meshing Number of Elements Radial Meshing
45 0.0280 47 0.0258
53 0.0284 55 0.0262
61 0.0286 63 0.0268
69 0.0288 71 0.0272
77 0.0290 79 0.0274
85 0.0292 87 0.0276
TABLE 8. Displacement and number of elements for different types of Soil for square meshing
Number of Elements Soft Soil Medium Stiff Soil Hard Soil
45 0.0280 0.0188 0.0166
53 0.0284 0.0189 0.0167
61 0.0287 0.0190 0.016805
69 0.0290 0.0190 0.016827
77 0.0290 0.0191 0.016842
85 0.0291 0.0191 0.016851
93 0.0291 0.0191 0.016858
Finite Element Analysis of frame with square meshing & radial meshing………
| IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 20|
TABLE 9. Displacement and number of elements for different types of Soil for radial meshing
Number of elements Soft Soil Medium Stiff Soil Hard Soil
47 0.0257 0.0171 0.0149
55 0.0263 0.0174 0.0150
63 0.0267 0.0176 0.0151
71 0.0271 0.0177 0.0152
79 0.0275 0.0179 0.0153
87 0.0277 0.0180 0.0154
VII. Compsrision & Discussion
7.1Comparison between Square and Radial meshing for different extent of soil domain
Comparison between Square and Radial Meshing
0.000
0.005
0.010
0.015
0.020
0.025
0.030
0.035
0.040
0 1 2 3 4 5 6 7
Depth (m)
HorizontalDisplacement(m)
Square Meshing
Radial Meshing
Fig 4. Graph showing comparison between square and radial meshing for different extent of soil
Above graph shows the depth (m) on X axis and horizontal displacement (m) on Y axis in this graph
radial meshing shows less horizontal displacement up to 5m depth while increasing the depth greater than 5m
the displacement goes on increasing than the square meshing. That is it suggest the radial meshing is more
suitable for limited depth and square meshing is suitable for greater depth.
7.2 Comparison between Square and Radial meshing for constant depth of soil
Comparison Between Square Meshing
and Radial Meshing
0.0252
0.0260
0.0268
0.0276
0.0284
0.0292
40 50 60 70 80 90
No Of Elements
Displacement(inm)
Radial Meshing
Square Meshing
Fig 5.Graph showing Square and Radial meshing for constant depth of soil
Finite Element Analysis of frame with square meshing & radial meshing………
| IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 21|
In this graph no. of elements on X axis and displacement (m) is on Y axis, in case of radial meshing
the above graph shows displacement is increases while increasing the no. of element but in case square
meshing initially displacement increases at higher rate but in later this rate will goes on decreases while
increasing no. of elements.
7.3 Comparison between Displacement against Number of Elements for various types of meshing and for
different soil
Displacement Vs No of Elements
for various types of meshing
& for different soils
0.014
0.018
0.022
0.026
0.030
40 45 50 55 60 65 70 75 80 85 90 95 100
Number of Elements
Displacement(m)
Soft Soil Rect. Mesh
Medium Stiff Rect Mesh
Hard Soil Rect Mesh
Soft Soil Radial MEsh
Medium Stiff Radial Mesh
Hard Soil Radial Mesh
Fig.6. Graph showing Displacement against Number of Elements for various types of meshing and for
different soil
The above graph shows the soft soil having more displacement than the medium stiff and hard soil,
and the hard soil having less displacement so it concludes the displacement is depends on soil type and its
properties.
VIII. Conclusions
 Analysis of bare frame with Soil Structure Interaction shows more displacement & bending moment than
the analysis of bare frame without Soil Structure Interaction.
 Also analysis of bare frame with Soil Structure Interaction shows less shear force as compared with
analysis of bare frame without Soil Structure Interaction.
 The radial meshing is more suitable for limited depth and square meshing is suitable for greater depth.
 The soft soil having more displacement than the medium stiff and hard soil and the hard soil having less
displacement so it concludes the displacement is depends on soil type and its properties.
 Three types of soils are considered for the analysis of frame with soil namely soft, medium stiff and hard.
 It is found that for each type of soil again forces and bending moments get change in beams and columns.
 Analysis Frame with soil structure interaction done very precisely, Very accurate result prediction can be
done by using ANSYS Software instead of calculation made by numerical methods.
REFERENCES
[1]. ACI 530.1/ASCE 6/TMS 602 Specifications for Masonry Structures.
[2]. Soil Mechanics and Foundation Engineering by Dr.B.C.Punmia, Laxmi Publications.
[3]. Geotechnical Engineering by Shashi K. Gulati & Manoj Datta, Tata McGraw Hill.
[4]. Finite Element Analysis by Bhavikatti S.S., New Age International Pvt Ltd Publications.
[5]. Henry Burton and Gregory Deierlein Fellow (2013) “Simulation of Seismic Collapse in Non-Ductile Reinforced
Concrete Frame Buildings with Masonry Infills” ASCE ,Journal of Structural Engineering, pp- 541-587.
[6]. Cemalettin Dönmez1 (2013) “Seismic Performance of Wide-Beam Infill-Joist Block RC Frames in Turkey”
ASCE, Journal of Performance of Constructed Facilities. pp-485-528.
[7]. Babak Moaveni, Andreas Stavridis and P. Benson Shing, (2013) “Finite-Element Model Updating for Assessment
of Progressive Damage in a 3-Story Infilled RC Frame”ASCE, Journal of Structural Engineering, pp-1665-1674.
Finite Element Analysis of frame with square meshing & radial meshing………
| IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 22|
[8]. S.H. Basha& H.B. Kaushik (2012) “Evaluation of Shear Demand on Columns of Masonry Infilled Reinforced
Concrete Frames” proceeding of 15th
World conferance of Earthquake Engineering, pp-500-510.
[9]. P. G. Asteris, S. T. Antoniou, D. S. Sophianopoulos, and C. Z. Chrysostomou (2011) “Mathematical
Macromodeling of Infilled Frames: State of the Art” ASCE, Journal of structural engineering, pp 1508-1517.
[10]. Hemant B. Kaushik, Durgesh C. Rai and Sudhir K. Jain, (2009) “Effectiveness of Some Strengthening Options for
Masonry-Infilled RC Frames with Open First Story” ASCE ,Journal Of Structural Engineering , pp-925-937.
[11]. M. Mohammadi, V. Akrami and R. Mohammadi-Ghazi (2011) “Methods to Improve Infilled Frame Ductility”
ASCE, Journal of Structural Engineering, pp- 646-653.
[12]. Asok K. Ghosh, and Amde M. Made (2002) “Finite Element Analysis of Infilled Frames” ASCE, Journal Of
Structural Engineering, pp- 881-889.
[13]. P. G. Asteris (2003) “Lateral Stiffness of Brick Masonry Infilled Plane Frames” ASCE, Journal Of Structural
Engineering, pp-1071-1079.
[14]. Behzad Fatahi And S. Hamid Reza Tabatabaiefar (2013) “Fully Nonlinear Versus Equivalent Linear Computation
Method For Seismic Analysis Of Mid-Rise Buildings On Soft Soils” ASCE, International Journal of
Geomechanics ,pp- 1010-1052.
[15]. Prishati Raychowdhury (2011) “Seismic response of low-rise steel moment-resisting frame (SMRF) buildings
incorporating nonlinear soil–structure interaction (SSI)” Journal of Engineering Structures, pp 958–967.
[16]. S. Hamid Reza Tabatabaiefar. Behzad Fatahi And Bijan Samali (2013) „Seismic Behavior Of Building Frames
Considering Dynamic Soil-Structure Interaction” ASCE,International Journal Of Geomechanics pp -409-425.
[17]. Hossein Tahghighi_, Kazuo Konagai (2007) “Numerical analysis of nonlinear soil–pile group interaction under
lateral loads” Soil Dynamics and Earthquake Engineering , pp- 463–474.
[18]. Ali Abolmaali and Anupong Kararam (2013) “Nonlinear Finite-Element Modeling Analysis of Soil-Pipe
Interaction” ASCE, International Journal Of Geomechanics , pp-197-204.
[19]. Nadarajah Ravichandran, and Shada H. Krishnapillai, (2013) “Effect of Deformation-Induced Suction in the
Behavior of Unsaturated Fine-Grained Soils Using Simplified Finite-Element Model” ASCE, International Journal
Of Geomechanics, pp-483-495.
[20]. Sekhar Chandra Dutta , Rana Roy (2002) “A critical review on idealization and modeling for interaction among
soil–foundation–structure system” Computers And Structures, Elsevier Journal, pp-1579-1594.
[21]. Suleyman Kocak , Yalcin Mengi (2000) “A simple soil±structure interaction model” Applied Mathematical
Modelling , Elsevier Journal pp- 607-635.
[22]. Niranjan C.B., M. V Renukadevi, K.S.Jagadish (2013), Non-linear analysis of infilled frames, International
Journal of Research in Engineering and Technology pp-24-29.

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  • 1. International OPEN ACCESS Journal Of Modern Engineering Research (IJMER) | IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 16| Finite Element Analysis of frame with square meshing & radial meshing in Soil Structure Interaction Gaikwad M.V1 , Ghogare R.B 2 , Nemade P.D.3 1 Civil Dept. S.B.Patil college of engg. Indapur, Maharashtra, India 2 Civil Dept. S.B.Patil college of engg. Indapur, Maharashtra, India 3 Civil Dept. S.B.Patil college of engg. Indapur, Maharashtra, India I. INTRODUCTION The flexibility of foundation, the compressibility of soil mass and other factors play an important role in the redistribution of moments and shear forces in the superstructure because of differential settlement of soil mass. However, the structure always interacts with the soil to some extent during lateral loading, imposing soil deformations that cause the motions of the structure - soil interface to differ from those that would have been observed in the free field. The allowable movement of foundation and structure depends on soil structure interaction. In Actuality, however, the structure always interacts with the soil to some extent during lateral loading, imposing soil deformations that cause the motions of the structure - soil interface to differ from those that would have been observed in the free field. By taking the effect of soil under the structure, it is evident that time period of the structure gets increased. As regards to the soil structure interaction behaviour, the differential settlements rather than the total settlements are responsible for redistribution/alteration of forces/moments of superstructures. The allowable movement of foundation and structure depends on soil structure interaction, desired serviceability such as visible, harmful cracking distortion. 1.1 Soil Structure Interaction However, the structure always interacts with the soil to some extent during lateral loading, imposing soil deformations that cause the motions of the structure - soil interface to differ from those that would have been observed in the free field. The allowable movement of foundation and structure depends on soil structure interaction. II. Properties Of Material Properties for masonry material and components should be based on the available construction documents. The following material properties shall be obtained for the as-build structure. [1] Soil beneath foundation can be any type of soil; it may be soft soil, may be rock or may be black cotton soil. So depending upon its type the engineering and mechanical properties of soils are decided using different types of tests. [2] In this study, finite element based software ANSYS 14.5 was used to generate and analyze building frame models for the assessment of the relative effectiveness of the various lateral load resisting systems. Modeling is done by Finite element method. ABSTRACT: Mostly structure is analyzed and designed assuming fixed support at the foundation level and hence effect of compressibility of soil under the foundation is ignored. The structure analyzed and designed in this way does not give the actual or realistic behavior. In actual condition the structure is generally supported on compressible soil mass. Present work is to study behavior of bare frame having soil beneath. In these cases three types of soils are considered, soft, medium stiff and hard. For the analysis of a building frame, the columns at the foundation level are considered as fixed. But in real condition it is not the case. While considering soil in the analysis of building frame 100% fixity may not be ensured. Because of the settlement and rotation of foundation, shear force and bending moment in superstructure get altered. This effect is called as “Soil Structure Interaction”. The soil domain is discredited by using square meshing and radial meshing. These cases are analyzed by using ANSYS 14.5 comprised between Square and Radial meshing for different extent of soil domain and presented to have results and conclusion. Key Words: Bending moment, Radial Meshing, Shear force, Soil Structure Interaction, Square meshing Keywords (11Bold): About five key words in alphabetical order, separated by comma (10 Italic)
  • 2. Finite Element Analysis of frame with square meshing & radial meshing……… | IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 17| TABLE-1.Properties of different materials for analysis Material Modulus of Elasticity (KN/mm2 ) Poisson's ratio Concrete 25 0.2 Soil Soft 10 0.25 Medium 35 0.34 hard 80 0.45 2.1Section Properties Size of Beam = 0.3 m x 0.45 m Size of Column = 0.3m x 0.3 m Thickness of Soil = 4.0 m Depth of soil = 6 m Width of soil = 15m III. Procedure For Analysis Using Ansys The analysis procedure can be summarized into the following steps:  Modeling of frame, infill and the interface using the above mentioned elements.  Assigning corresponding properties to the elements.  Applying the load and assigning the constraints.  Solving the problem.  After solving the problem, the nodal forces in the link elements are checked only compression only link elements are retained and the problem is solved again.  The above step is repeated until the forces in the link elements are compressive. IV. Linear Analysis Of Frame With Soil Three types of soil are used in the analysis namely, soft, medium stiff and hard. A validation for linear analysis of bare frame with soil with soil is made and found that results are fairly comparable. Fig 1. Finite Element Discritization of Bare Frame with soil TABLE 2. Bare frame with Soil: Maximum Displacement DISPLACEMENT Soil Type Soft Soil Medium Stiff Hard Soil Along X 27.20 mm 19.39 mm 16.84 mm Along Y 4.28 mm 1.20 mm 0.31 mm Rot @ Z 0.0036 rad 0.0043 rad 0.0040 rad
  • 3. Finite Element Analysis of frame with square meshing & radial meshing……… | IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 18| TABLE 3. Bare frame with soil: Maximum Bending Moments, Axial Force and Shear Force in beam & column Type of Soil Column Beam Moment (KNm) Force (KN) Moment (KNm) Force (KN) Soft 75.3 49.98 75.05 49.98 Medium 75.4 50.14 74.8 49.8 Hard 75.5 49.72 74.7 49.72 V. Linear Analysis Of Bare Frame Without Soil In this case linear analysis of bare frame without soil is carried out and results are compared. TABLE 4. Bare Frame without Soil: Maximum Displacement Bare frame Along X direction 0.85 mm Along Y direction 0.097 mm Rotation @ Z 0.00030 radians TABLE 5. Bare Frame without Soil: Maximum Bending Moment and forces in Columns and Beams VI. Analysis Considering Different Extents Of Soil Domain 6.1 Square Meshing The soil domain is discretized by using more number of four noded quadrilateral isoparametric elements as shown in Fig 1. The section properties and the material properties of the floor beam, columns and the foundation beam are in table 1. The soil domain is discretized by using four noded isoparametric elements up to 6 m depth below the foundation beam element. As given in the Fig 1. different meshes M1, M2, M3, M4, M5 and M6 shown, are analysed. Here the size of soil element is kept constant. The main aim of this study is to find out the effect in horizontal displacement by modeling soil domain in constant square element. The maximum horizontal displacements are obtained by ANSYS 14.5 for with Soil Structure Interaction. Fig.2 Finite Element mesh for modeling of soil structure system for square meshing Column Beam Moment (KNm) Axial Force(KN) Moment (KNm) Shear Force(KN) 6.485 94.41 5.46 97.25
  • 4. Finite Element Analysis of frame with square meshing & radial meshing……… | IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 19| 6.2 Radial Meshing The analysis in this case is same as of square meshing; the only difference is that the size of element is different as shown in Fig 2. In radial meshing the discretization is done in such a way that the size of element is small near to the frame while goes on increasing while going at large depth. The section properties and the material properties of the floor beam, columns and the foundation beam are kept same as in the section 4.2. The soil domain is discretized by using four noded isoparametric elements up to 6 m depth below the foundation beam element. Fig 3. Finite Element mesh for modeling of soil structure system for radial meshing TABLE 6.Displacement for square and radial meshing for varying depth of soil domain Maximum Horizontal Displacement Depth (m) Square Meshing Radial Meshing 1 0.037741 0.034621 2 0.024588 0.022962 3 0.025951 0.024389 4 0.027173 0.025288 5 0.027906 0.025915 6 0.028466 0.029357 TABLE 7. Displacement for square and radial meshing for constant depth of soil domain Maximum Horizontal Displacement No. of element Square Meshing Number of Elements Radial Meshing 45 0.0280 47 0.0258 53 0.0284 55 0.0262 61 0.0286 63 0.0268 69 0.0288 71 0.0272 77 0.0290 79 0.0274 85 0.0292 87 0.0276 TABLE 8. Displacement and number of elements for different types of Soil for square meshing Number of Elements Soft Soil Medium Stiff Soil Hard Soil 45 0.0280 0.0188 0.0166 53 0.0284 0.0189 0.0167 61 0.0287 0.0190 0.016805 69 0.0290 0.0190 0.016827 77 0.0290 0.0191 0.016842 85 0.0291 0.0191 0.016851 93 0.0291 0.0191 0.016858
  • 5. Finite Element Analysis of frame with square meshing & radial meshing……… | IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 20| TABLE 9. Displacement and number of elements for different types of Soil for radial meshing Number of elements Soft Soil Medium Stiff Soil Hard Soil 47 0.0257 0.0171 0.0149 55 0.0263 0.0174 0.0150 63 0.0267 0.0176 0.0151 71 0.0271 0.0177 0.0152 79 0.0275 0.0179 0.0153 87 0.0277 0.0180 0.0154 VII. Compsrision & Discussion 7.1Comparison between Square and Radial meshing for different extent of soil domain Comparison between Square and Radial Meshing 0.000 0.005 0.010 0.015 0.020 0.025 0.030 0.035 0.040 0 1 2 3 4 5 6 7 Depth (m) HorizontalDisplacement(m) Square Meshing Radial Meshing Fig 4. Graph showing comparison between square and radial meshing for different extent of soil Above graph shows the depth (m) on X axis and horizontal displacement (m) on Y axis in this graph radial meshing shows less horizontal displacement up to 5m depth while increasing the depth greater than 5m the displacement goes on increasing than the square meshing. That is it suggest the radial meshing is more suitable for limited depth and square meshing is suitable for greater depth. 7.2 Comparison between Square and Radial meshing for constant depth of soil Comparison Between Square Meshing and Radial Meshing 0.0252 0.0260 0.0268 0.0276 0.0284 0.0292 40 50 60 70 80 90 No Of Elements Displacement(inm) Radial Meshing Square Meshing Fig 5.Graph showing Square and Radial meshing for constant depth of soil
  • 6. Finite Element Analysis of frame with square meshing & radial meshing……… | IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 21| In this graph no. of elements on X axis and displacement (m) is on Y axis, in case of radial meshing the above graph shows displacement is increases while increasing the no. of element but in case square meshing initially displacement increases at higher rate but in later this rate will goes on decreases while increasing no. of elements. 7.3 Comparison between Displacement against Number of Elements for various types of meshing and for different soil Displacement Vs No of Elements for various types of meshing & for different soils 0.014 0.018 0.022 0.026 0.030 40 45 50 55 60 65 70 75 80 85 90 95 100 Number of Elements Displacement(m) Soft Soil Rect. Mesh Medium Stiff Rect Mesh Hard Soil Rect Mesh Soft Soil Radial MEsh Medium Stiff Radial Mesh Hard Soil Radial Mesh Fig.6. Graph showing Displacement against Number of Elements for various types of meshing and for different soil The above graph shows the soft soil having more displacement than the medium stiff and hard soil, and the hard soil having less displacement so it concludes the displacement is depends on soil type and its properties. VIII. Conclusions  Analysis of bare frame with Soil Structure Interaction shows more displacement & bending moment than the analysis of bare frame without Soil Structure Interaction.  Also analysis of bare frame with Soil Structure Interaction shows less shear force as compared with analysis of bare frame without Soil Structure Interaction.  The radial meshing is more suitable for limited depth and square meshing is suitable for greater depth.  The soft soil having more displacement than the medium stiff and hard soil and the hard soil having less displacement so it concludes the displacement is depends on soil type and its properties.  Three types of soils are considered for the analysis of frame with soil namely soft, medium stiff and hard.  It is found that for each type of soil again forces and bending moments get change in beams and columns.  Analysis Frame with soil structure interaction done very precisely, Very accurate result prediction can be done by using ANSYS Software instead of calculation made by numerical methods. REFERENCES [1]. ACI 530.1/ASCE 6/TMS 602 Specifications for Masonry Structures. [2]. Soil Mechanics and Foundation Engineering by Dr.B.C.Punmia, Laxmi Publications. [3]. Geotechnical Engineering by Shashi K. Gulati & Manoj Datta, Tata McGraw Hill. [4]. Finite Element Analysis by Bhavikatti S.S., New Age International Pvt Ltd Publications. [5]. Henry Burton and Gregory Deierlein Fellow (2013) “Simulation of Seismic Collapse in Non-Ductile Reinforced Concrete Frame Buildings with Masonry Infills” ASCE ,Journal of Structural Engineering, pp- 541-587. [6]. Cemalettin Dönmez1 (2013) “Seismic Performance of Wide-Beam Infill-Joist Block RC Frames in Turkey” ASCE, Journal of Performance of Constructed Facilities. pp-485-528. [7]. Babak Moaveni, Andreas Stavridis and P. Benson Shing, (2013) “Finite-Element Model Updating for Assessment of Progressive Damage in a 3-Story Infilled RC Frame”ASCE, Journal of Structural Engineering, pp-1665-1674.
  • 7. Finite Element Analysis of frame with square meshing & radial meshing……… | IJMER | ISSN: 2249–6645 | www.ijmer.com | Vol. 5 | Iss. 3| Mar. 2015 | 22| [8]. S.H. Basha& H.B. Kaushik (2012) “Evaluation of Shear Demand on Columns of Masonry Infilled Reinforced Concrete Frames” proceeding of 15th World conferance of Earthquake Engineering, pp-500-510. [9]. P. G. Asteris, S. T. Antoniou, D. S. Sophianopoulos, and C. Z. Chrysostomou (2011) “Mathematical Macromodeling of Infilled Frames: State of the Art” ASCE, Journal of structural engineering, pp 1508-1517. [10]. Hemant B. Kaushik, Durgesh C. Rai and Sudhir K. Jain, (2009) “Effectiveness of Some Strengthening Options for Masonry-Infilled RC Frames with Open First Story” ASCE ,Journal Of Structural Engineering , pp-925-937. [11]. M. Mohammadi, V. Akrami and R. Mohammadi-Ghazi (2011) “Methods to Improve Infilled Frame Ductility” ASCE, Journal of Structural Engineering, pp- 646-653. [12]. Asok K. Ghosh, and Amde M. Made (2002) “Finite Element Analysis of Infilled Frames” ASCE, Journal Of Structural Engineering, pp- 881-889. [13]. P. G. Asteris (2003) “Lateral Stiffness of Brick Masonry Infilled Plane Frames” ASCE, Journal Of Structural Engineering, pp-1071-1079. [14]. Behzad Fatahi And S. Hamid Reza Tabatabaiefar (2013) “Fully Nonlinear Versus Equivalent Linear Computation Method For Seismic Analysis Of Mid-Rise Buildings On Soft Soils” ASCE, International Journal of Geomechanics ,pp- 1010-1052. [15]. Prishati Raychowdhury (2011) “Seismic response of low-rise steel moment-resisting frame (SMRF) buildings incorporating nonlinear soil–structure interaction (SSI)” Journal of Engineering Structures, pp 958–967. [16]. S. Hamid Reza Tabatabaiefar. Behzad Fatahi And Bijan Samali (2013) „Seismic Behavior Of Building Frames Considering Dynamic Soil-Structure Interaction” ASCE,International Journal Of Geomechanics pp -409-425. [17]. Hossein Tahghighi_, Kazuo Konagai (2007) “Numerical analysis of nonlinear soil–pile group interaction under lateral loads” Soil Dynamics and Earthquake Engineering , pp- 463–474. [18]. Ali Abolmaali and Anupong Kararam (2013) “Nonlinear Finite-Element Modeling Analysis of Soil-Pipe Interaction” ASCE, International Journal Of Geomechanics , pp-197-204. [19]. Nadarajah Ravichandran, and Shada H. Krishnapillai, (2013) “Effect of Deformation-Induced Suction in the Behavior of Unsaturated Fine-Grained Soils Using Simplified Finite-Element Model” ASCE, International Journal Of Geomechanics, pp-483-495. [20]. Sekhar Chandra Dutta , Rana Roy (2002) “A critical review on idealization and modeling for interaction among soil–foundation–structure system” Computers And Structures, Elsevier Journal, pp-1579-1594. [21]. Suleyman Kocak , Yalcin Mengi (2000) “A simple soil±structure interaction model” Applied Mathematical Modelling , Elsevier Journal pp- 607-635. [22]. Niranjan C.B., M. V Renukadevi, K.S.Jagadish (2013), Non-linear analysis of infilled frames, International Journal of Research in Engineering and Technology pp-24-29.