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SESMIC
STRENGTHENING OF
MULTI STOREY
BUILDING WITH SOFT
STOREY
Batch Code:104MKR
~ S V Muthesham Ahmed
EARTHQUAKE
• Earthquake, any sudden shaking of the ground caused
by the passage of seismic waves through Earth’s rocks.
BRIEF IDEA ABOUT PROJECT:
INTRODUCTION
Since the early 1970's, there has been considerable research on the
assessment of damage of RC and other buildings.
Damage indices : Local damage indices
Global damage indices
• Local damage index is an indicator of damage for a part of the structure such as a
member or a storey.
• Global damage index involves the damage to the whole structure.
EVALUTION OF SESMIC DESIGN
A. J. Kappos
• clarified the basic concepts
involved in defining seismic
damage indices and critically
review the different schemes for
classifying these indices.
• The available analytical
procedures for the determination
of damage indices are evaluated.
Park and Ang
• Approached a method for
evaluating structural damage of
reinforced concrete buildings
under random earthquake
excitations.
• Based on these results,
Siddhartha Ghosh (2010)
• Used Park–Ang damage index to
estimate the damage demand on
a MDOF system,
• By comparing the estimates
from a nonlinear response
history analysis (NLRH) of the
SDOF model.
• These schemes are verified for
both global and local damage
indices.
Damage index =
characteristic intensity
structural damage
CONTD….,
Then, Banon used the rotational ductility
(μθ) at the end of a structural member as its
damage index.
Where,
θm= is the maximum rotation (including
both elastic and plastic rotations) under an
earthquake
θy = is the yield rotation.
• Given expression
Where,
du = ultimate deformation (capacity) under
monotonic static loading,
dm = maximum deformation (demand) under dynamic
loading,
dEh = incremental hysteretic energy(demand),
Vy = yield strength,
a non-negative non-dimensional parameter
DAMAGE INDEX
The degree of structural damage can be estimated through damage index DI
=
maximum inelastic response quantity (e.g. displacement, curvature,
etc.) during a ground excitation
the capacity of the structure
• numeric value varies between 0 and 1.
• Value of DI = zero denotes the non-damaged structure, (i.e. linear elastic behaviour of the structure
during an earthquake)
• Value of DI = 1 denotes the failure of the structure, (i.e. local or general collapse of the structure)
Classification of damage indices:
INTERSTOREY DRIFT
RATIO (IDR)interstorey drift ratio (IDR) is defined as the ratio of the relative displacements
between two consecutive floors divided by storey height
IDR =
the relative displacements between two consecutive floors
storey height
 several researchers evaluated various types of damage indices of a structure
Among them IDR is one of the easiest way to find the damage index
IDR =
∆ i-1 - ∆i
hs
Where ,
∆ i-1 = Displacement at plinth level,
∆ i = Displacement of immediately above floor
hs = Soft storey height
ANALYTICAL APPROACH
Pushover analysis provides a ‘capacity curve’ of structure and relates the
deformation parameters of the system (i.e. roof displacement) to the
force parameter of the system (i.e. base shear).
• Pushover analysis is an effecitve way to the behavior & capacity of the
structure, highlighting the sequence of member cracking and yielding
as the base shear value increases.
Time History provides the Dynamic response of the structure at every
moment of time during the ground motion.
• Obtain the Inter storey drift (As Damage Index), dissipated hysteretic
energy under dynamic excitation.
Nonlinear static
pushover analysis
Time History analysis
CONTD…,
1. Calculate the total weight of individual structural elements like beam, column, slab and
strut.
2. Lumped mass at each floor was calculated taking into account a constant cross sectional
properties of columns and beams.
3. Overall stiffness at each floor was calculated considering the column at floor effectively
held in position and restrained against rotation in both ends.(fixed)
4. The natural frequency ω and Eigen vector Ф evaluated by using the characteristic
equation given above.
5. Change in time period at every stage of pushover analysis implies stiffness degradation
occurred due to increase in base shear and it is noted in SAP2000.
6. The changed frequency/damaged frequency ω* is calculated.
7. After knowing the value of ω and ω*, storey stiffness and flexibility matrix before and
after damage can be calculated.
EXPERIMENTAL PROBLEM
Description
• The storey height = 3.3m. (each frame)
• length of beam= 4m.
• Soft storey height=2.75m, 3.5m, 4.25m (each
building)
• Eccen back type strut member is applied as
infill (increase the stiffness of the building)
• X-direction ---> 3 bays.
• M20 & Fe415.
• Reinforced concrete code of practice (IS
456:2000).
• Design lateral forces due to earthquake ware
Calculated as per I.S. 1893:2002 (Part1).
• Gravity loads along with live loads as per
IS 875 (Part II).
LOADS
All the floors of the building structure
to carry
1. A triangular dead load =7.5 kN/m
2. A live load =6.0kN/m
3. Wall load =14kN/m.
4. In roof level, live load =3.0kN/m and
wall load=5kN/m.
Initially the seismic zone considered is
Zone-V with a factor (Z)= 0.36.
The importance factor (I) =1.0.
 The response reduction factor= 5.0
(initially assumed).
Here , Data =
displacement of
the EQ.
Damage index is compared among different storey of buildings with
varrying soft storey height for four different earthquake:
CONCLUSION :
• Damage index (↑) increases with increasing
number of storey (↑) of a building.
• Damage index (↑) also increases with increasing of
height of a soft storey (↑) of a building.
• Damage index in terms of IDR may be more than
unity. ( IDR = 1 to 0 & IDR>1)
• Pushover analysis gives the capacity of the
building under monotonic loading.
• Time History Analysis provides the maximum IDR
in each node under seismic excitation.
Sesmic strengthening and evalution of multi storey building with soft storey (week 1)

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Sesmic strengthening and evalution of multi storey building with soft storey (week 1)

  • 1. SESMIC STRENGTHENING OF MULTI STOREY BUILDING WITH SOFT STOREY Batch Code:104MKR ~ S V Muthesham Ahmed
  • 2. EARTHQUAKE • Earthquake, any sudden shaking of the ground caused by the passage of seismic waves through Earth’s rocks.
  • 3. BRIEF IDEA ABOUT PROJECT:
  • 4. INTRODUCTION Since the early 1970's, there has been considerable research on the assessment of damage of RC and other buildings. Damage indices : Local damage indices Global damage indices • Local damage index is an indicator of damage for a part of the structure such as a member or a storey. • Global damage index involves the damage to the whole structure.
  • 5. EVALUTION OF SESMIC DESIGN A. J. Kappos • clarified the basic concepts involved in defining seismic damage indices and critically review the different schemes for classifying these indices. • The available analytical procedures for the determination of damage indices are evaluated. Park and Ang • Approached a method for evaluating structural damage of reinforced concrete buildings under random earthquake excitations. • Based on these results, Siddhartha Ghosh (2010) • Used Park–Ang damage index to estimate the damage demand on a MDOF system, • By comparing the estimates from a nonlinear response history analysis (NLRH) of the SDOF model. • These schemes are verified for both global and local damage indices. Damage index = characteristic intensity structural damage
  • 6. CONTD…., Then, Banon used the rotational ductility (μθ) at the end of a structural member as its damage index. Where, θm= is the maximum rotation (including both elastic and plastic rotations) under an earthquake θy = is the yield rotation. • Given expression Where, du = ultimate deformation (capacity) under monotonic static loading, dm = maximum deformation (demand) under dynamic loading, dEh = incremental hysteretic energy(demand), Vy = yield strength, a non-negative non-dimensional parameter
  • 7. DAMAGE INDEX The degree of structural damage can be estimated through damage index DI = maximum inelastic response quantity (e.g. displacement, curvature, etc.) during a ground excitation the capacity of the structure • numeric value varies between 0 and 1. • Value of DI = zero denotes the non-damaged structure, (i.e. linear elastic behaviour of the structure during an earthquake) • Value of DI = 1 denotes the failure of the structure, (i.e. local or general collapse of the structure)
  • 9. INTERSTOREY DRIFT RATIO (IDR)interstorey drift ratio (IDR) is defined as the ratio of the relative displacements between two consecutive floors divided by storey height IDR = the relative displacements between two consecutive floors storey height  several researchers evaluated various types of damage indices of a structure Among them IDR is one of the easiest way to find the damage index IDR = ∆ i-1 - ∆i hs Where , ∆ i-1 = Displacement at plinth level, ∆ i = Displacement of immediately above floor hs = Soft storey height
  • 10. ANALYTICAL APPROACH Pushover analysis provides a ‘capacity curve’ of structure and relates the deformation parameters of the system (i.e. roof displacement) to the force parameter of the system (i.e. base shear). • Pushover analysis is an effecitve way to the behavior & capacity of the structure, highlighting the sequence of member cracking and yielding as the base shear value increases. Time History provides the Dynamic response of the structure at every moment of time during the ground motion. • Obtain the Inter storey drift (As Damage Index), dissipated hysteretic energy under dynamic excitation. Nonlinear static pushover analysis Time History analysis
  • 11. CONTD…, 1. Calculate the total weight of individual structural elements like beam, column, slab and strut. 2. Lumped mass at each floor was calculated taking into account a constant cross sectional properties of columns and beams. 3. Overall stiffness at each floor was calculated considering the column at floor effectively held in position and restrained against rotation in both ends.(fixed) 4. The natural frequency ω and Eigen vector Ф evaluated by using the characteristic equation given above. 5. Change in time period at every stage of pushover analysis implies stiffness degradation occurred due to increase in base shear and it is noted in SAP2000. 6. The changed frequency/damaged frequency ω* is calculated. 7. After knowing the value of ω and ω*, storey stiffness and flexibility matrix before and after damage can be calculated.
  • 12. EXPERIMENTAL PROBLEM Description • The storey height = 3.3m. (each frame) • length of beam= 4m. • Soft storey height=2.75m, 3.5m, 4.25m (each building) • Eccen back type strut member is applied as infill (increase the stiffness of the building) • X-direction ---> 3 bays. • M20 & Fe415. • Reinforced concrete code of practice (IS 456:2000). • Design lateral forces due to earthquake ware Calculated as per I.S. 1893:2002 (Part1). • Gravity loads along with live loads as per IS 875 (Part II). LOADS All the floors of the building structure to carry 1. A triangular dead load =7.5 kN/m 2. A live load =6.0kN/m 3. Wall load =14kN/m. 4. In roof level, live load =3.0kN/m and wall load=5kN/m. Initially the seismic zone considered is Zone-V with a factor (Z)= 0.36. The importance factor (I) =1.0.  The response reduction factor= 5.0 (initially assumed).
  • 13.
  • 14. Here , Data = displacement of the EQ.
  • 15. Damage index is compared among different storey of buildings with varrying soft storey height for four different earthquake:
  • 16. CONCLUSION : • Damage index (↑) increases with increasing number of storey (↑) of a building. • Damage index (↑) also increases with increasing of height of a soft storey (↑) of a building. • Damage index in terms of IDR may be more than unity. ( IDR = 1 to 0 & IDR>1) • Pushover analysis gives the capacity of the building under monotonic loading. • Time History Analysis provides the maximum IDR in each node under seismic excitation.
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