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Ijraset Journal For Research in Applied Science and Engineering Technology

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Dynamic Analysis of Confined Masonry Structures for Residential Buildings under Seismic Conditions

Authors: Ahmad Qazi, Ashish Kumar

DOI Link: https://doi.org/10.22214/ijraset.2022.40967

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Abstract

In India, unreinforced brick masonry and reinforced cement concrete are the go-to technologies when it comes to construction of modern residential buildings, with the design applications ranging from one-story nuclear family houses to multi-story apartment buildings housing several families. However, each major natural disaster in India has exposed several ‘chinks in the armour’ linked to both of these widely employed construction techniques. Enter confined masonry. Confined masonry offers a substitute to both, unreinforced brick masonry and reinforced concrete framed residential buildings for applications in disaster prone areas of the world while keeping the cost under check and optimizing the structural performance. Confined masonry has evolved over the last century through an informal process based on its satisfactory performance in past, mostly in countries with high seismic activity like Indonesia, Mexico and Turkey. It is used for both non-engineered and engineered construction as its field applications range from one-story single-family dwellings to six-story apartment buildings. Some countries have even adopted design provisions and construction guidelines for confined masonry in their building codes. The success and implementation of building technologies is totally dependent on the local conditions like the availability and cost of building materials, the skill level of construction labour and the availability of construction tools and equipment. The fact that confined masonry construction looks similar to reinforced frame construction with masonry infill walls and that it uses the same components, i.e., masonry infills, tie-beams and tie-columns, helps in an easy transition to adopt confined masonry. Although confined masonry construction practice doesn’t require any advanced construction equipment or an extra skillset, it is necessary to lay emphasis on the quality of the construction for its satisfactory performance. Hence, to optimize the quality of confined masonry structures, this thesis employs the use of a modern easy-to-learn-and-use structural software known as ETABS.

Introduction

I. INTRODUCTION

A. General

In this post-modern era, brick masonry construction is becoming obsolete at an alarming rate, the upcoming metropolitan smart cities being a testimony to it, because of our tendency to construct reinforced concrete structures instead. In fact, it wouldn’t be an exaggeration to say that brick masonry construction will become extinct in the coming decade. In the minds of today’s populace, many civil engineers included, brick masonry is just an archaic and primitive construction practice. Most people disregard the fact that masonry has many advantages over reinforced concrete structures for low rise residential building construction as it is relatively cheaper, more easily accessible and available, better at thermal insulation and fire resistance, low in maintenance and easy to repair. It requires comparatively less sophisticated technology and skill and thus, these brick masonry buildings are constructed without much engineering supervision. That being said, reinforced concrete structures still hold one major advantage over brick masonry: seismic resistance, which is of monumental consequence especially in India where a considerable population is still residing in masonry structures in earthquake prone areas. This study is an effort to prove the superiority of confined masonry construction over reinforced cement construction and traditional unreinforced brick masonry. However, it is still possible to develop simple empirical design guidelines for confined masonry construction just like unreinforced masonry construction. In this respect, this study compares the seismic/static/dynamic performances of confined masonry, reinforced concrete and unreinforced brick masonry structures under various loads detailed by Indian Standard Codes. Confined masonry is an innovative construction technique that, whenever constructed correctly, performs significantly well in seismic tremors. It utilizes similar essential materials of cement and brick that constitute unreinforced masonry construction and in reinforced concrete construction with brick work infill walls, however with a subsequently altered construction sequence.

In confined masonry construction, the masonry walls convey the seismic loads and the RCC is used to confine the walls, as opposed to RCC framed structures where the concrete frames need to convey the various loads. Confined masonry construction consists of unreinforced masonry walls confined with reinforced concrete tie-columns and tie-beams. In Mexico, along with low-rise development for single-nuclear families, confined masonry is utilized for structures up to seven stories high. For this situation, the initial two stories are built with RCC structural walls as the lateral load-resisting system framework; the upper floors are developed distinctly with confined masonry walls. In India in general, most residential buildings fall under the classification of low-rise structures. Since, the populace in urban areas is developing dramatically and the land is restricted, there is a need of vertical development of structures in these urban areas. Thus, for the satisfaction of this reason countless medium to tall structures are coming up nowadays. For these structures it has been discovered that the taller the building, the more it is susceptible to seismic failure. Here comes the role of civil engineers and a structure analyzing software called ETABS.

B. Confined Masonry

In confined masonry construction, confining elements are not designed to act as a moment-resisting frame. As a result, detailing of reinforcement is simple. In general, confining elements have smaller cross-sectional dimensions than the corresponding beams and columns in a reinforced concrete frame building. It should be noted that the most important difference between the confined masonry walls and infill walls is that infill walls are not load-bearing walls, while the walls in a confined masonry building are load bearing walls. There is a fine line between confined masonry and reinforced concrete construction practices. Some reinforced concrete buildings use smaller column sizes and inadequate reinforcement detailing for effective moment transfer between the various components of the structure i.e., columns and beams.

C. Objective

To design three models of the same residential building by modeling it with confined masonry, reinforced concrete construction and unreinforced brick masonry construction technique respectively in ETABS under IS CODES to compare their results like story shear, story drift, story displacement and story overturning moments under severe seismic conditions.

II. LITERATURE REVIEW

‘Seismic Design and Behaviour of Confined Masonry Buildings’ posted by Dr. Vaibhav Singhal of Department of Civil and Environmental Engineering, Indian Institute of Technology Patna in 24th June 2016 provides brief diagrammatic description of confined masonry construction. Ajay Chourasia of Central Building Research Institute published ‘Design Guidelines for Confined Masonry Buildings’ in February 2017 detailing the namesake in comparison to unreinforced masonry. ‘Confined Masonry-Analysis, Design and Comparison’ by Kushal J. Desai, Professor S.B. Patel and Professor V.V. Agrawal of Department of Structural Engineering, Birla Vishvakarma Mahavidyalaya, Vallabh Vidyanagar, Gujarat, India published a journal in 2017 which considered the analysis, design and comparison of confined masonry wall with unreinforced masonry wall. ‘Modelling of confined masonry structure and its application for the design of multi-story building’ by Made Sukrawa, Gede Pringgana, and Putu Ayu Ratih Yustinaputri in 2018 of the Department of Civil Engineering, Universitas Udayana, Denpasar, Indonesia numerically investigates the behaviour of confined masonry and its application for use as the main structure of multi-story buildings subjected to seismic loading. ‘Seismic Analysis of Confined Masonry Building and RCC Building’ by Arle Pratibha, Kubhar G. and Shirsath M. Published in May 2019 compared equivalent RCC frame to confined buildings. Using software like ETABS and manual calculation has been done as well.

III. METHODOLOGY

In this study, three residential buildings of similar architectural layout were modelled with confined masonry, reinforced concrete construction and unreinforced brick masonry construction technique respectively. The three aforementioned models were designed on ETABS software. First one is a confined masonry structure, the second one is a reinforced concrete structure, and the third and the last one is the unreinforced brick masonry structure. Keeping in view the various IS Codes for loading details and load combinations including the seismic load; the models were analyzed in ETABS under Indian Standard Code provisions to assess their performance under a given set of conditions. The results are generated such as maximum deflection analysis, story drift analysis, story shear analysis & maximum axial force analysis. A comparative analysis is then done between the outcomes to determine the relatively better design for ultimate earthquake resistance.

A. Confined Masonry Model

TABLE I
Confined Masonry Model Details

Type of construction

Confined Masonry

Purpose of structure

Residential Building

Number of stories

5 i.e. (G + 4)

Floor Height

3 m

Grade of concrete (fck)

M20

Grade of reinforcement (fy)

Fe500

Thickness of outer load-bearing masonry walls

230 mm

Thickness of inner partition masonry walls

100 mm

External tie-column dimensions

230 mm x 150 mm

Internal tie-column dimensions

100 mm x 100 mm

Tie-beam dimensions

230 mm x 230 mm

Sill-beam dimensions

230 mm x 100 mm

Slab thickness

125 mm

TABLE 2
Confined Masonry Model Material Details

Material List by Object Type

Object Type

Material

Weight (kN)

Inner tie-column

M20

253.4626

Beam

M20

937.3058

Outer tie-column

M20

504.4135

Brick Wall

Masonry

4603.4519

RCC Floor

M20

1918.5802

Total Weight of the Components

8217.214

TABLE 3
Confined Masonry Model Seismic Details

Seismic Zone

V

Seismic Zone Factor, Z

0.36

Importance Factor

1

Soil Type

II

Response Reduction Factor

3

Function Dampening Ratio

0.05

B. RCC Frame Model

  TABLE 4
RCC Frame Model Details

Type of construction

RCC Frame

Purpose of structure

Residential Building

Number of stories

5 i.e. (G + 4)

Floor Height

3 m

Grade of concrete (fck)

M20

Grade of reinforcement (fy)

500

Column dimensions

300 mm x 450 mm

Beam dimensions

300 mm x 450 mm

Slab thickness

125 mm

   TABLE 5
RCC Frame Model Material Details

Material List by Object Type

Object Type

Material

Weight (kN)

Column

M20

809.7608

Beam

M20

1696.8707

Floor

M20

1918.5802

Total Weight of the Components

4425.2117

TABLE 6
RCC Frame Model Seismic Details

Seismic Zone

V

Seismic Zone Factor, Z

0.36

Importance Factor

1

Soil Type

II

Response Reduction Factor

5

Function Dampening Ratio

0.05

C. Unreinforced Brick Masonry Model

TABLE 7
Unreinforced Brick Masonry Model Details

Type of construction

Unreinforced Brick Masonry

Purpose of structure

Residential Building

Number of stories

5 i.e. (G + 4)

Floor Height

3 m

Grade of concrete (fck)

M20

Grade of reinforcement (fy)

500

Thickness of load bearing walls

230 mm

Slab thickness

125 mm

TABLE 8
Unreinforced Brick Masonry Model Material Details

Material List by Object Type

Object Type

Material

Weight (kN)

Unreinforced Masonry Wall

Masonry

6657.41

Floor

M20

1918.58

Total Weight of the Components

8575.99

TABLE 9
Unreinforced Brick Masonry Model Seismic Details

Seismic Zone

V

Seismic Zone Factor, Z

0.36

Importance Factor

1

Soil Type

II

Response Reduction Factor

3

Function Dampening Ratio

0.05

IV. COMPARISON

A. Maximum Story Shear

TABLE 10
Max Story Shear Comparison

Maximum Story Shear (kN)

S.no

Load Combinations

Confined Masonry

RCC Frame

Unreinforced Brick Masonry

Value

Location

Value

Location

Value

Location

1

DL + LL + EQX

6.687 x 10^9

Base

0

Base

1.083 x 10^7

Story 3

2

DL + LL - EQX

921.8

Base

693.5

Base

953.088

Between Story 3 & 4

3

DL + LL + EQY

0

Story 3

0

Base

0

Base

4

DL + LL - EQY

921.8

Base

693.5

Base

953.088

Base

B. Maximum Story Drift

TABLE 11
Max Story Drift Comparison

Maximum Story Drift (Unitless)

S.no

Load Combinations

Confined Masonry

RCC Frame

Unreinforced Brick Masonry

Value

Location

Value

Location

Value

Location

1

DL + LL + EQX

0.000234

Story 2

0.002396

Story 2

0.000314

Story 2

2

DL + LL - EQX

0.000234

Story 2

0.002392

Story 2

0.000315

Story 2

3

DL + LL + EQY

0.000288

Story 2

0.002271

Story 2

0.000405

Story 2

4

DL + LL - EQY

0.000241

Story 2

0.001948

Story 2

0.000406

Story 3

C. Maximum Story Displacement

TABLE 12
Max Story Displacement Comparison

Maximum Story Displacement (mm)

S.no

Load Combinations

Confined Masonry

RCC Frame

Unreinforced Brick Masonry

Value

Location

Value

Location

Value

Location

1

DL + LL + EQX

2.693

Story 4

27.477

Story 5

3.445

Story 5

2

DL + LL - EQX

2.711

Story 4

27.418

Story 5

3.459

Story 5

3

DL + LL + EQY

3.484

Story 5

26.426

Story 5

4.889

Story 5

4

DL + LL - EQY

2.657

Story 5

21.978

Story 5

5.731

Story 5

D. Story Overturning Moments

TABLE 13
Story Overturning Moments Comparison

Story Overturning Moment (kN-M)

S.no

Load Combinations

Confined Masonry

RCC Frame

Unreinforced Brick Masonry

Value

Location

Value

Location

Value

Location

1

DL + LL + EQX

166487

Base

168501

Base

172942

Base

2

DL + LL - EQX

166587

Base

168501

Base

172942

Base

3

DL + LL + EQY

175072

Base

176648

Base

181651

Base

4

DL + LL - EQY

157901

Base

160354

Base

164233

Base

V. DISCUSSIONS

To understand the result, we need to establish the relation between the outputs. To put it simply; base shear is equal to the story shear at the bottom of the building. If a structure is expected to be subjected to high seismic forces, its design base shear would be high. As seen by the result, in most cases the value of maximum story shear is at their bases with confined masonry having the highest value of them all. As per IS 1893, story drift shall not exceed 0.004 times the story height. The story height of the model in consideration is 3 meters. So, maximum allowable drift for each floor would be 0.012 meters i.e., 12 millimetres. All the results of the given limit as the story fall below the aforementioned value as determined by ETABS. The relation between story drift and story displacement is as simple as this: story drift is the difference of story displacements between two consecutive stories divided by the height of that story. Story drift is caused by the accumulated deformations of each structural element or member, such as column and/or beam. The greater the story drift, the lesser stiff the structure is. If the drift is greater in X-direction than the Y-direction, it means that the Y-direction is stiffer. As seen by the results, surprisingly the RCC frame undergoes maximum story displacement. That is because of the absence of the shear walls or cross-bracing systems which becomes almost a necessity for a heavily reinforced high-rise structure. Had the cross-bracings or shear walls been added to this RCC frame, it would exhibit lesser story drift, however the cost of the residential building would have marginally increased due to the extra materials, equipment and skill required to construct it. In contrast, confined masonry shows the least the story displacement despite requiring lesser skill and equipment for construction. Given the fact that the three models had identical layouts and somewhat similar seismic inputs, the story overturning moments of the three structures via the aforementioned load combinations don’t vary much in general. That being said, confined masonry structures experience the least amount of overturning moment out of the three models. All in all, the analysis of the given theorized data and the result indicate that confined masonry is as efficient, if not better than, as the RCC frame structures for G+4 residential buildings in a severe seismic zone

VI. FUTURE SCOPE

Residential buildings have been, are and will always be a necessity of the human civilization. For the Indian subcontinent, it is safe to assume that the graph of rising income has miles to go before it catches up with the graph of the exponentially growing population. There is an urgent need to address this issue while keeping in mind the growing shortage of the available land for housing when almost 59% of the Indian area falls under moderate to severe seismic zones. Low-cost high-rise residential building will soon become the need of the hour and this study was an attempt to address the issue which will arise in the near future.

The population must be made familiar with alternatives to RCC frame structures and unreinforced brick masonry structure, especially since a large part of our society still live in joint families and invest their hard-earned money for construction of a family house.

VII. ACKNOWLEDGMENT

I would like to give my warmest thanks to my supervisor Professor Ashish Kumar who believed in me and was supportive when that was the need of the hour. I am really grateful to HOD Civil Department of RIMT University, Dr Sandeep Singla who managed to hold on to his duties even during the time of COVID. The completion of this study couldn’t have been possible without the expertise of my dear friend, Er Sheikh Mutahar who was a source of inputs as well. A debt of gratitude is also owed to RIMT University for allowing the students easy access in times of a global pandemic.

References

[1] Flores, L. E., & Alcocer, S. M. (1996, June). Calculated response of confined masonry structures. In Eleventh world conference on earthquake engineering. [2] Brzev, S., & Mitra, K. (2007). Earthquake-resistant confined masonry construction. NICEE, National Information Center of Earthquake Engineering, Indian Institute of Technology Kanpur. [3] Schacher, T. (2009). Confined Masonry. India: National Information Centre of Earthquake Engineering. [4] Network, C. M. (2011). Seismic design guide for low-rise confined masonry buildings. Earthquake Engineering Research Institute (EERI). [5] Jain, S. K., Basu, D., Ghosh, I., Rai, D. C., Brzev, S., & Bhargava, L. K. (2014, July). Application of confined masonry in a major project in India. In Tenth US National conference on earthquake engineering frontiers of earthquake engineering. [6] Porst, C. F. (2015). Confined masonry for seismically resilient low-cost housing in India: a design and analysis method (Doctoral dissertation, Massachusetts Institute of Technology). [7] Chourasia, A. (2017). Design guidelines for confined masonry buildings. [8] Gujarat State Disaster Management Authority (GSDMA) (2012), ‘Build a Safe House with Confined Masonry’. [9] CSI (2011), CSI Analysis Reference Manual for SAP 2000®, ETABS®, SAFE® and CSiBridge™, Computers and Structures, Berkley, California, USA.

Copyright

Copyright © 2022 Ahmad Qazi, Ashish Kumar. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

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Authors : Ahmad Qazi

Paper Id : IJRASET40967

Publish Date : 2022-03-24

ISSN : 2321-9653

Publisher Name : IJRASET

DOI Link : Click Here

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