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AIM: We have multiple building with different parameter so, that we need to compare their result and overall seismic behaviour by using ETABS software like factor influencing the dynamic characteristics of building, time period of building and mode shape of building. INTRODUCTION: In the various modal is different structural…
Rahul Prajapati
updated on 27 Aug 2022
AIM:
We have multiple building with different parameter so, that we need to compare their result and overall seismic behaviour by using ETABS software like factor influencing the dynamic characteristics of building, time period of building and mode shape of building.
INTRODUCTION:
In the various modal is different structural and geometrical configuration so, we extract different seismic responses and comparison of analysis result for each of the criteria then identifying the reason for influences and reporting them. We analyse certain properties in etabs modal
Procedure for Building A
Building A is a 2 Storey building with the similar base, 4m in X direction and 3m in Y direction. We have given the size of elements, material properties, loading details and elevation
STEP 1) Create New Model
STEP 2) Create Grids
STEP 3) Add Building Storey
STEP 4) Define Material
STEP 5) Add Column, Beam
STEP 6) Add Slab
STEP 7) Load Pattern
STEP 8) Define Mass Source
STEP 9) Check Load Case
STEP 10) Load Combinations
STEP 11) Draw Column
STEP 12) Draw Beam
STEP 13) Draw Slab
STEP 14) Assign Load & Diaphragms
STEP 15) Run Analyse the Model
Procedure for Building B
Procedure for Building C
Procedure for Building D
Procedure for Building E
Procedure for Building F
Procedure for Building G
Procedure for Building H
Procedure for Building J
Procedure for Building K
Comparison the analysis result between the time period in various condition
Criteria |
Modal |
Analysis Result |
conclusion |
Effect of stiffness on time period |
Building-E (10 storey with varying column size) |
1.73 second |
|
Building-F (10 storey with uniform column size) |
1.73 second |
|
|
Effect of stiffness on time period |
Building-G (25 storey with varying column size) |
4.17 second |
|
Building-H (25 storey with uniform column size) |
4.41 second |
|
Criteria |
Modal |
Analysis Result |
conclusion |
Effect of mass on time period |
Building-H (25 storey with 3 kN/m2 imposed load) |
4.41 second |
|
Building-J (25 storey with 3.3 kN/m2 imposed load) |
4.42 second |
|
|
Building-K (25 storey with 3.6 kN/m2 imposed load) |
4.43 second |
|
Criteria |
Modal |
Analysis Result |
conclusion |
Effect of building height on time period |
Building-A (2 storey) |
0.5 second |
|
Building-B (5 storey) |
1.03 second |
|
|
Building-F (10 storey) |
1.73 second |
|
|
Building-H (25 storey) |
4.41 second |
|
Criteria |
Modal |
Analysis Result |
conclusion |
Effect of column orientation on time period |
Building-B (all floors column size 400X400) |
1.03 second |
|
Building-C (all floors column size 550X300) X-direction |
1.145 second |
|
|
Building-D (all floors column size 300X550) Y-direction |
1.12 second |
|
Criteria |
Modal |
case |
Analysis Result |
conclusion |
Effect of flexural stiffness of structural elements on mode of shapes |
Building-B |
Flexural stiffness of beams close to nil (zero inertia) |
2.62 second |
|
Full flexural stiffness of beams (regular) |
1.03 second |
|
Criteria |
Modal |
case |
Analysis Result |
conclusion |
Effect of axial stiffness of vertical members on mode shapes |
Building-H |
Axial cross section for columns is closed nil (Zero axial area) |
5.99 second |
|
Full axial cross section for columns (regular) |
4.41 second |
|
Criteria |
Modal |
case |
Analysis Result |
conclusion |
Effect of degree of fixity at column base on mode shapes |
Building-B |
Column support pinned (regular) |
1.03 second |
|
Column support fixed |
0.941 second |
|
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