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International Journal of Trend in Scientific Research and Development (IJTSRD)
Volume 7 Issue 3, May-June 2023 Available Online: www.ijtsrd.com e-ISSN: 2456 – 6470
@ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 198
Design of a High-Rise Structure on an Oblique
Ground Taking Earthquake Resistance
Devanand Kumar, Mr. Raushan Kumar
School of Engineering Eklavya University, Damoh, Madhya Pradesh, India
ABSTRACT
The study of straightforward 2-D frames with different floor heights
and different numbers of bays using the widely used software
programme STAAD Pro. The maximum axial force, maximum shear
force, maximum bending moment, maximum tensile force, and
maximum compressive stress created for the frames on plain ground
and sloping ground were compared using a variety of graphs using
the analytical findings. The graphs that were used to compare the two
situations and the in-depth analysis of the "SHORT COLOUMN
EFFECT" Rejection was carried up. Additionally, a thorough
examination of seismology was conducted, and the viability of the
intended software tool was also examined. Numerous projects of this
nature have been completed on this subject in the past, but the
analysis was often done for static loads, such as dead load, live load,
etc. To this, earthquake analysis or seismic analysis has to be
included. Two identical kinds of constructions, one on level ground
and the other on a sloping ground, were examined in order to develop
technical expertise. The outcomes were then contrasted. Finally, a
manually planned structure on sloping land would be evaluated for
all feasible load combinations according to IS 456 and IS 1893 and
IS 13920.
KEYWORDS: earthquake analysis, structures, shear force, bending
moment, compressive, stress
How to cite this paper: Devanand
Kumar | Mr. Raushan Kumar "Design of
a High-Rise Structure on an Oblique
Ground Taking Earthquake Resistance"
Published in
International Journal
of Trend in
Scientific Research
and Development
(ijtsrd), ISSN: 2456-
6470, Volume-7 |
Issue-3, June 2023,
pp.198-202, URL:
www.ijtsrd.com/papers/ijtsrd56235.pdf
Copyright © 2023 by author (s) and
International Journal of Trend in
Scientific Research and Development
Journal. This is an
Open Access article
distributed under the
terms of the Creative Commons
Attribution License (CC BY 4.0)
(http://creativecommons.org/licenses/by/4.0)
I. INTRODUCTION
High rise building seismic design has gained
significant relevance recently. For structures of small
height subjected to earthquakes of very low intensity,
traditional methods based on the fundamental mode of
the structure and distribution of earthquake forces as
static forces at various stories may be adequate, but as
the number of stories increases, the seismic design
becomes more rigorous.
The shorter columns in reinforced concrete (RC)
frame buildings with columns of varying heights
within one level sustained more damage during
previous earthquakes than the higher columns within
the same floor. The following two examples of
structures with short columns are structures with
mezzanine floors and structures on sloping terrain.
OBJECTIVES
Following are the main objective of the present study:
a) To examine a multi-story steel frame building's
seismic performance
b) When unbraced and then with various bracing
arrangements, such as cross bracing in the shape
of a 'X' and diagonal bracing, utilising Equivalent
Static analysis, Response Spectrum analysis, and
linear Time History analysis.
c) To examine the seismic response of a multi-story
steel frame building with the same bracing design
but different story counts, or different building
heights.
II. Literature review
Shendkar and Kumar (2018) studied the out of plane
behaviour of infills using two types of infill panels:
semi-interlocked masonry and unreinforced masonry.
Using the seismostruct finite element analysis
programme, the nonlinear static pushover study is
carried out to explore the nonlinear behaviour of infill
panels. Modelled as double strut diagonal, the panels
model to take into consideration infills' nonlinear out
of plane behaviour. Additionally calculated are the
response reduction factors for RC frames. Seven
distinct numerical models, including bare frame, open
ground storey, complete infill, side bay in filled with
IJTSRD56235
International Journal of Trend in Scientific Research and Development @ www.ijtsrd.com eISSN: 2456-6470
@ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 199
URM, and subsequently with semi interlocked
masonry in fills, are employed for examination in this
work. They noticed that when frames include infills,
both the ductility reduction factor and ductility are
reduced. On the other side, adding infill to the frames
raises the strength factor. Semi interlocked in fills
have a larger response reduction factor and base shear
value than other types. The R factor also relies on the
materials and how they are arranged geometrically in
the frames.
In order to comprehend the seismic performance of
reinforced concrete structures that are fully and
partially filled with masonry,
Abdelaziz et al. (2019) performed a research. They
created models of high-rise, medium-rise, and low-
rise structures with various infill arrangements and
variable story heights. There are four different types
of frames in the configuration: bare, filled, open
ground story, and partially opened ground story. The
structural software programme SeismoStruct software
is used to do the dynamic time-history analysis and
develop the double strut nonlinear cyclic model for
infill walls. Along with findings from static pushover
and dynamic analyses, the analysis results are
parametrically compared. The arrangements of infill
walls are seen to have an impact on the frames. In
terms of narrative drifts, lateral capacity, and
displacement control, the RC frames perform better
because to its regular distribution. At the level when
infill walls are removed and the columns in this story
are more susceptible to collapsing, the soft story
phenomenon increases the drift ratios.
Soni et al. (2019) STAAD.pro software was used to
compare the base shear and time period of multi-story
moment resistant frames of varied configurations and
varying heights during the nonlinear analysis of
moment resisting frames under dynamic excitation.
Additionally investigated is the base shear of several
modal combination techniques for various
configurations. SRSS (Square Root of Summation of
Squares technique), 10PCT (10% method), ABS
(Absolute Sum method), and CSM (Closely- Spaced
Modes grouping method) are some of the
combination methods. For various multi-bay and
diverse column seize configurations, the storey height
changed from the ground level to G+ 11 story. For the
purpose of analysing the structural reaction, models
for each level and each configuration were examined.
They discovered that the structure's design is
significantly influenced by the time period and base
shear. Additionally, it was discovered that the setting
of a number of factors affects how long the structure
lasts. In comparison to other approaches, the base
shear calculated using the SRSS method is more
conservative. Additionally, it was noted that for lower
building height Height determines the base shear
difference with respect to the SRSS technique, and
the difference gets less as building height goes up.
Mahfujur et al. (2021) and comparison of the values
of the estimated moment coefficients with Structure
analysis and design take up a sizeable amount of the
Civil Engineering Division's work. The discipline of
structural engineering significantly relies on slab
analysis and design to ensure infrastructure
sustainability, durability, and economic feasibility.
The most crucial field for structural engineers is two-
way slab analysis. Analysis and design of two-way
slab structural elements that are effective are
inversely related to project costs. This article also
explains how to use STAAD Pro.-2006, a structural
analysis and design programme, to calculate a two-
way slab's moment coefficient for a variety of two-
slab circumstances. A comparison between the
calculated moment coefficients and the relevant
American Concrete Institute (ACI-318-14) values is
also made. Utilise the STAAD Pro-2006 programme
for various situations (as per ACI-318-14) and
differential ratios to develop a two-way slab model
and obtain the coefficient data. Results data are
compiled by the American Concrete Institute (ACI-
318-14).Vignesh and others (2021) Tall structures are
vulnerable to severe damage as a result of lateral
stresses, including seismic and wind loads. This
injury results in a significant loss of life.to introduce
shear walls in order to innovate the building's
specifications. STAAD Pro V8i was utilised to
conduct the study, which looked at the deflection,
bending moment, shear force, wind load, and other
factors.
International Journal of Trend in Scientific Research and Development @ www.ijtsrd.com eISSN: 2456-6470
@ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 200
III. Analysis results for 4 bay systems on plane and on a sloping ground for two story frame.
Beam
No
Maximum
Axial Force
Maximum
Shear Force
Maximum
Bending
Moment
Maximum
Tensile Force
Maximum
Compresssive
Force
kN kN kN-m N/ mm2
N/ mm2
P* S* P S P S P S P S
1 -7 4 354 350 9 7 -55 -31 -141 -102
2 -7 7 174 171 7 9 -61 -62 110 139
3 11 11 46 46 11 11 -201 -203 171 193
4 10 11 41 49 10 11 188 206 173 190
5 10 10 41 40 10 10 -188 190 173 177
6 11 9 46 37 11 10 201 182 172 164
7 7 6 174 154 9 8 61 47 140 121
8 13 13 -29 -66 13 14 -194 -198 219 235
9 12 13 -24 -76 12 12 -187 -190 204 221
10 12 13 -24 -71 12 13 -187 -206 204 228
11 13 13 -29 -36 12 13 194 +196 119 222
12 7 10 354 332 10 15 62 103 146 -241
13 7 10 773 728 11 14 -64 -66 150 -206
14 6 6 390 367 7 8 -55 54 120 120
15 7 8 747 793 11 12 63 53 148 -166
16 6 6 373 396 7 8 -51 59 112 120
17 7 7 772 812 11 10 51 43 -150 -135
18 6 5 390 409 8 7 56 50 -120 109
[P= Plane ground, S= Sloping Ground]*
International Journal of Trend in Scientific Research and Development @ www.ijtsrd.com eISSN: 2456-6470
@ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 201
IV. Conclusion
Based on the above study following conclusions can
be made:
choosing construction sites that are best suited for
ground shaking and ground failure in terms of
frequency of occurrence and likely severity;
providing high-quality construction that complies
with relevant IS codes like IS 1893 and IS 13920
to guarantee good performance during future
earthquakes.
To put into practise the analysis-based design of
the building's components and the connections
between them. For examples, ductility design
needs to be done.
It is important to use structural-spatial solutions
that provide symmetry and consistency in the
distribution of mass and stiffness in plan and
elevation.
References
[1] Abdelaziz, M. M., Gomma, M. S., Ghazaly H.
E. (2019). “Seismic evaluation of reinforced
concrete structures infilled with masonry infill
walls”, Asian J Civ Eng 20, 961–981
https://doi.org/10.1007/s42107-019-00158-6.
[2] Agrawal, N., Kulkarni, P. B. and Raut, P.
(2013). “Analysis of Masonry Infilled
R.C.Frame with & without Opening Including
Soft Storey by using Equivalent Diagonal Strut
Method”, International Journal of Scientific and
Research Publications, Volume 3, Issue 9,
September.
[3] Apostolska, R. P., Necevska-Cvetanovska, G.
S., Cvetanovska, J. P. and Mircic, N. (2008).
“Seismic performance of flat-slab building
structural systems”, The 14th World
Conference on Earthquake Engineering,
Beijing, China.
[4] Asteris, P.G., Antoniou, S. T., Sophianopoulos,
D. S. and Chrysostomou, C. Z. (2011).
“Mathematical Macromodeling of Infilled
Frames: State of the Art”, Journal of Structural
Engineering, 137(12): 1508-1517. DOI:
10.1061/(ASCE)ST.1943- 541X.0000384.
[5] Bhatt, S. and Narayan, K. (2018). “Parametric
Study of Conventional Slab and Flat Slab in a
Multi Storey RC Building”, International
Journal of Engineering Research in Mechanical
and Civil Engineering Vol 3, Issue 5, May
ISSN (Online) 2456-1290.
[6] Biswas, R. K., Uddin, M. M., Chowdhury, M
.A. and Khan, A. I. (2013).“Comparative
Analysis of a 15 Story Flat Plate Building with
and Without Shear Wall and Diagonal Bracing
Under Wind and Seismic Loads”, IOSR Journal
of Mechanical and Civil Engineering Volume
9, Issue 2 (Sep. - Oct.), PP 97-101.
[7] Blasi, G., Perrone,G. and Aiello, M. A.
(2020),“Influence of the Modeling Approach
on the Failure Modes of RC Iinfilled Frames
Under Seismic Actions”, Proceedings of Italian
Concrete Days 2018 LNCE 42, pp 69-89.
[8] Chandel, V.S. and Sreevalli, I. Y. (2019).
“Numerical study on influence of masonry
infill in an RC frame”, Asian J Civ Eng 20, 1–8
https://doi.org/10.1007/s42107-018- 0083-7.
[9] Cosgun, T. and Sayin, B. (2018). “Damage
Assessment of RC Flat Slabs Partially
Collapsed Due to Punching Shear”,
International Journal of Civil Engineering,
16(7):725- 737 DOI 10.1007/s40999-017-0201-
z.
[10] Durrani, A. J., Mau, S. T., AbouHashish, A. A.
and Li, Y. (1994). “Earthquake Response of
flat-slab buildings”, Journal of Structural
Engineering, 120(3): 947-964.
[11] Erberik, M. A. and Elnashai, A. S. (2004).
“Fragility analysis of flat-slab structures”,
Engineering Structures 26: 937–948.
International Journal of Trend in Scientific Research and Development @ www.ijtsrd.com eISSN: 2456-6470
@ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 202
[12] Fraser, D.J. (1983). “Elastic analysis of
laterally loaded frames”, Journal of Structural
Engineering, 109(6): 1479-1489.
[13] Gouranna, G. and Kori, J.G. (2015). “Seismic
Performance of Different RC Slab Systems For
Tall Buidings”, International Journal of
Engineering Research-Online A Peer Reviewed
International Journal Articles Vol .3, Issue.4
(July-Aug).
[14] Han, S. W., Park, Y. M. and Kee, S. H. (2009).
“Stiffness Reduction Factor for Flat Slab
Structures under Lateral Loads”, Journal of
Structural Engineering, 135(6): 743- 750.
[15] Hueste, M. B. and Wha-Bai, J. (2007).
“Seismic retrofit of a reinforced concrete flat-
slab structure: Part I -seismic performance
evaluation”, Engineering Structures, 29:1165–
1177.
[16] IS 1893(part-1) (2016), Indian Standard Code
of Practice for Criteria for Design of
Earthquake Resistant Structures, Bureau of
Indian Standards, New Delhi.

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Design of a High Rise Structure on an Oblique Ground Taking Earthquake Resistance

  • 1. International Journal of Trend in Scientific Research and Development (IJTSRD) Volume 7 Issue 3, May-June 2023 Available Online: www.ijtsrd.com e-ISSN: 2456 – 6470 @ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 198 Design of a High-Rise Structure on an Oblique Ground Taking Earthquake Resistance Devanand Kumar, Mr. Raushan Kumar School of Engineering Eklavya University, Damoh, Madhya Pradesh, India ABSTRACT The study of straightforward 2-D frames with different floor heights and different numbers of bays using the widely used software programme STAAD Pro. The maximum axial force, maximum shear force, maximum bending moment, maximum tensile force, and maximum compressive stress created for the frames on plain ground and sloping ground were compared using a variety of graphs using the analytical findings. The graphs that were used to compare the two situations and the in-depth analysis of the "SHORT COLOUMN EFFECT" Rejection was carried up. Additionally, a thorough examination of seismology was conducted, and the viability of the intended software tool was also examined. Numerous projects of this nature have been completed on this subject in the past, but the analysis was often done for static loads, such as dead load, live load, etc. To this, earthquake analysis or seismic analysis has to be included. Two identical kinds of constructions, one on level ground and the other on a sloping ground, were examined in order to develop technical expertise. The outcomes were then contrasted. Finally, a manually planned structure on sloping land would be evaluated for all feasible load combinations according to IS 456 and IS 1893 and IS 13920. KEYWORDS: earthquake analysis, structures, shear force, bending moment, compressive, stress How to cite this paper: Devanand Kumar | Mr. Raushan Kumar "Design of a High-Rise Structure on an Oblique Ground Taking Earthquake Resistance" Published in International Journal of Trend in Scientific Research and Development (ijtsrd), ISSN: 2456- 6470, Volume-7 | Issue-3, June 2023, pp.198-202, URL: www.ijtsrd.com/papers/ijtsrd56235.pdf Copyright © 2023 by author (s) and International Journal of Trend in Scientific Research and Development Journal. This is an Open Access article distributed under the terms of the Creative Commons Attribution License (CC BY 4.0) (http://creativecommons.org/licenses/by/4.0) I. INTRODUCTION High rise building seismic design has gained significant relevance recently. For structures of small height subjected to earthquakes of very low intensity, traditional methods based on the fundamental mode of the structure and distribution of earthquake forces as static forces at various stories may be adequate, but as the number of stories increases, the seismic design becomes more rigorous. The shorter columns in reinforced concrete (RC) frame buildings with columns of varying heights within one level sustained more damage during previous earthquakes than the higher columns within the same floor. The following two examples of structures with short columns are structures with mezzanine floors and structures on sloping terrain. OBJECTIVES Following are the main objective of the present study: a) To examine a multi-story steel frame building's seismic performance b) When unbraced and then with various bracing arrangements, such as cross bracing in the shape of a 'X' and diagonal bracing, utilising Equivalent Static analysis, Response Spectrum analysis, and linear Time History analysis. c) To examine the seismic response of a multi-story steel frame building with the same bracing design but different story counts, or different building heights. II. Literature review Shendkar and Kumar (2018) studied the out of plane behaviour of infills using two types of infill panels: semi-interlocked masonry and unreinforced masonry. Using the seismostruct finite element analysis programme, the nonlinear static pushover study is carried out to explore the nonlinear behaviour of infill panels. Modelled as double strut diagonal, the panels model to take into consideration infills' nonlinear out of plane behaviour. Additionally calculated are the response reduction factors for RC frames. Seven distinct numerical models, including bare frame, open ground storey, complete infill, side bay in filled with IJTSRD56235
  • 2. International Journal of Trend in Scientific Research and Development @ www.ijtsrd.com eISSN: 2456-6470 @ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 199 URM, and subsequently with semi interlocked masonry in fills, are employed for examination in this work. They noticed that when frames include infills, both the ductility reduction factor and ductility are reduced. On the other side, adding infill to the frames raises the strength factor. Semi interlocked in fills have a larger response reduction factor and base shear value than other types. The R factor also relies on the materials and how they are arranged geometrically in the frames. In order to comprehend the seismic performance of reinforced concrete structures that are fully and partially filled with masonry, Abdelaziz et al. (2019) performed a research. They created models of high-rise, medium-rise, and low- rise structures with various infill arrangements and variable story heights. There are four different types of frames in the configuration: bare, filled, open ground story, and partially opened ground story. The structural software programme SeismoStruct software is used to do the dynamic time-history analysis and develop the double strut nonlinear cyclic model for infill walls. Along with findings from static pushover and dynamic analyses, the analysis results are parametrically compared. The arrangements of infill walls are seen to have an impact on the frames. In terms of narrative drifts, lateral capacity, and displacement control, the RC frames perform better because to its regular distribution. At the level when infill walls are removed and the columns in this story are more susceptible to collapsing, the soft story phenomenon increases the drift ratios. Soni et al. (2019) STAAD.pro software was used to compare the base shear and time period of multi-story moment resistant frames of varied configurations and varying heights during the nonlinear analysis of moment resisting frames under dynamic excitation. Additionally investigated is the base shear of several modal combination techniques for various configurations. SRSS (Square Root of Summation of Squares technique), 10PCT (10% method), ABS (Absolute Sum method), and CSM (Closely- Spaced Modes grouping method) are some of the combination methods. For various multi-bay and diverse column seize configurations, the storey height changed from the ground level to G+ 11 story. For the purpose of analysing the structural reaction, models for each level and each configuration were examined. They discovered that the structure's design is significantly influenced by the time period and base shear. Additionally, it was discovered that the setting of a number of factors affects how long the structure lasts. In comparison to other approaches, the base shear calculated using the SRSS method is more conservative. Additionally, it was noted that for lower building height Height determines the base shear difference with respect to the SRSS technique, and the difference gets less as building height goes up. Mahfujur et al. (2021) and comparison of the values of the estimated moment coefficients with Structure analysis and design take up a sizeable amount of the Civil Engineering Division's work. The discipline of structural engineering significantly relies on slab analysis and design to ensure infrastructure sustainability, durability, and economic feasibility. The most crucial field for structural engineers is two- way slab analysis. Analysis and design of two-way slab structural elements that are effective are inversely related to project costs. This article also explains how to use STAAD Pro.-2006, a structural analysis and design programme, to calculate a two- way slab's moment coefficient for a variety of two- slab circumstances. A comparison between the calculated moment coefficients and the relevant American Concrete Institute (ACI-318-14) values is also made. Utilise the STAAD Pro-2006 programme for various situations (as per ACI-318-14) and differential ratios to develop a two-way slab model and obtain the coefficient data. Results data are compiled by the American Concrete Institute (ACI- 318-14).Vignesh and others (2021) Tall structures are vulnerable to severe damage as a result of lateral stresses, including seismic and wind loads. This injury results in a significant loss of life.to introduce shear walls in order to innovate the building's specifications. STAAD Pro V8i was utilised to conduct the study, which looked at the deflection, bending moment, shear force, wind load, and other factors.
  • 3. International Journal of Trend in Scientific Research and Development @ www.ijtsrd.com eISSN: 2456-6470 @ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 200 III. Analysis results for 4 bay systems on plane and on a sloping ground for two story frame. Beam No Maximum Axial Force Maximum Shear Force Maximum Bending Moment Maximum Tensile Force Maximum Compresssive Force kN kN kN-m N/ mm2 N/ mm2 P* S* P S P S P S P S 1 -7 4 354 350 9 7 -55 -31 -141 -102 2 -7 7 174 171 7 9 -61 -62 110 139 3 11 11 46 46 11 11 -201 -203 171 193 4 10 11 41 49 10 11 188 206 173 190 5 10 10 41 40 10 10 -188 190 173 177 6 11 9 46 37 11 10 201 182 172 164 7 7 6 174 154 9 8 61 47 140 121 8 13 13 -29 -66 13 14 -194 -198 219 235 9 12 13 -24 -76 12 12 -187 -190 204 221 10 12 13 -24 -71 12 13 -187 -206 204 228 11 13 13 -29 -36 12 13 194 +196 119 222 12 7 10 354 332 10 15 62 103 146 -241 13 7 10 773 728 11 14 -64 -66 150 -206 14 6 6 390 367 7 8 -55 54 120 120 15 7 8 747 793 11 12 63 53 148 -166 16 6 6 373 396 7 8 -51 59 112 120 17 7 7 772 812 11 10 51 43 -150 -135 18 6 5 390 409 8 7 56 50 -120 109 [P= Plane ground, S= Sloping Ground]*
  • 4. International Journal of Trend in Scientific Research and Development @ www.ijtsrd.com eISSN: 2456-6470 @ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 201 IV. Conclusion Based on the above study following conclusions can be made: choosing construction sites that are best suited for ground shaking and ground failure in terms of frequency of occurrence and likely severity; providing high-quality construction that complies with relevant IS codes like IS 1893 and IS 13920 to guarantee good performance during future earthquakes. To put into practise the analysis-based design of the building's components and the connections between them. For examples, ductility design needs to be done. It is important to use structural-spatial solutions that provide symmetry and consistency in the distribution of mass and stiffness in plan and elevation. References [1] Abdelaziz, M. M., Gomma, M. S., Ghazaly H. E. (2019). “Seismic evaluation of reinforced concrete structures infilled with masonry infill walls”, Asian J Civ Eng 20, 961–981 https://doi.org/10.1007/s42107-019-00158-6. [2] Agrawal, N., Kulkarni, P. B. and Raut, P. (2013). “Analysis of Masonry Infilled R.C.Frame with & without Opening Including Soft Storey by using Equivalent Diagonal Strut Method”, International Journal of Scientific and Research Publications, Volume 3, Issue 9, September. [3] Apostolska, R. P., Necevska-Cvetanovska, G. S., Cvetanovska, J. P. and Mircic, N. (2008). “Seismic performance of flat-slab building structural systems”, The 14th World Conference on Earthquake Engineering, Beijing, China. [4] Asteris, P.G., Antoniou, S. T., Sophianopoulos, D. S. and Chrysostomou, C. Z. (2011). “Mathematical Macromodeling of Infilled Frames: State of the Art”, Journal of Structural Engineering, 137(12): 1508-1517. DOI: 10.1061/(ASCE)ST.1943- 541X.0000384. [5] Bhatt, S. and Narayan, K. (2018). “Parametric Study of Conventional Slab and Flat Slab in a Multi Storey RC Building”, International Journal of Engineering Research in Mechanical and Civil Engineering Vol 3, Issue 5, May ISSN (Online) 2456-1290. [6] Biswas, R. K., Uddin, M. M., Chowdhury, M .A. and Khan, A. I. (2013).“Comparative Analysis of a 15 Story Flat Plate Building with and Without Shear Wall and Diagonal Bracing Under Wind and Seismic Loads”, IOSR Journal of Mechanical and Civil Engineering Volume 9, Issue 2 (Sep. - Oct.), PP 97-101. [7] Blasi, G., Perrone,G. and Aiello, M. A. (2020),“Influence of the Modeling Approach on the Failure Modes of RC Iinfilled Frames Under Seismic Actions”, Proceedings of Italian Concrete Days 2018 LNCE 42, pp 69-89. [8] Chandel, V.S. and Sreevalli, I. Y. (2019). “Numerical study on influence of masonry infill in an RC frame”, Asian J Civ Eng 20, 1–8 https://doi.org/10.1007/s42107-018- 0083-7. [9] Cosgun, T. and Sayin, B. (2018). “Damage Assessment of RC Flat Slabs Partially Collapsed Due to Punching Shear”, International Journal of Civil Engineering, 16(7):725- 737 DOI 10.1007/s40999-017-0201- z. [10] Durrani, A. J., Mau, S. T., AbouHashish, A. A. and Li, Y. (1994). “Earthquake Response of flat-slab buildings”, Journal of Structural Engineering, 120(3): 947-964. [11] Erberik, M. A. and Elnashai, A. S. (2004). “Fragility analysis of flat-slab structures”, Engineering Structures 26: 937–948.
  • 5. International Journal of Trend in Scientific Research and Development @ www.ijtsrd.com eISSN: 2456-6470 @ IJTSRD | Unique Paper ID – IJTSRD56235 | Volume – 7 | Issue – 3 | May-June 2023 Page 202 [12] Fraser, D.J. (1983). “Elastic analysis of laterally loaded frames”, Journal of Structural Engineering, 109(6): 1479-1489. [13] Gouranna, G. and Kori, J.G. (2015). “Seismic Performance of Different RC Slab Systems For Tall Buidings”, International Journal of Engineering Research-Online A Peer Reviewed International Journal Articles Vol .3, Issue.4 (July-Aug). [14] Han, S. W., Park, Y. M. and Kee, S. H. (2009). “Stiffness Reduction Factor for Flat Slab Structures under Lateral Loads”, Journal of Structural Engineering, 135(6): 743- 750. [15] Hueste, M. B. and Wha-Bai, J. (2007). “Seismic retrofit of a reinforced concrete flat- slab structure: Part I -seismic performance evaluation”, Engineering Structures, 29:1165– 1177. [16] IS 1893(part-1) (2016), Indian Standard Code of Practice for Criteria for Design of Earthquake Resistant Structures, Bureau of Indian Standards, New Delhi.