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Proposing suitable vibration control methodsfor excessive lateral vibration of
different kind tall structures
SUPERVICER
DR.J.A.S.C.JAYASINGHE
K.SUJEEVAN
PRESENTATION OUTLINES
Passive control system
Tuned mass damper
Pounding tuned mass
damper
Next step
Conclusion
Reference
Propose suitable vibration control methods for excessive
lateral vibration of different kind tall structures with
considering of economic , operation and maintenance
AIM
SCOPE
•Study passive control system
•Study active control system
•Study semi active control system
•Modelling and analysinga high-rise structure using
SAP2000
•Comparing the results
•Proposed suitable method
PASSIVE CONTROL SYSYTEM
In this case, the passive devices does not need an external power, this
kind of method has some features such as, (Tuned Mass Damper, Viscous
Damper), It’s against minor wind excitation and minor earthquakes.
No need for external energy
Stable
Simple process and operation
It is a passive device which utilizes a secondary mass attached to a
main structure through spring and dashpot.
Advantages
-> Their simplicity
->
Efficiency Draw
back
-> Ineffectiveness during strong earthquakes. Because of the
limitation in the installation space in real engineering
structures,
TUNED MASS DAMPER
The equation of motion of the TMD system
𝑚2ẍ2 + 𝑐2(ẋ2 − ẋ1) + 𝑘2(𝑥2 − 𝑥1) = 0
Combined of motion
𝑚1ẍ1 + 𝑐1(ẋ1) + 𝑐2(ẋ1 − ẋ2) + 𝑘1(𝑥1) + 𝑘2(𝑥1 − 𝑥2) = 𝑓
the attached TMD increases the damping and stiffness of the
combined system and reduces the vibration.
TUNED MASS DAMPER
Factors affecting this
TMD
Mass ratio
Frequency ratio
Optimum damping
ratio
TUNED MASS DAMPER
 Mass ratio
μ = 𝑚�
𝑀
𝑚�= absorber mass
𝑀= generalized mass of primary structure
Normalized response =
response with TMD
response without TMD
TUNED MASS DAMPER
 Tuning frequency ratio
𝑓‫݀𝑚ݐ‬
𝑓‫ݏ‬
 𝑓‫݀𝑚ݐ‬ = natural frequency of TMD and
 𝑓‫ݏ‬ = natural frequency of the generalized primary
structure
TUNED MASS DAMPER
Damping ratio
 Performance of TMD in vibration mitigation is quite sensitive to
the damping ratio of the TMD.
 TMD splits the natural frequency of primary structure into a lower
and
higher frequency.
 If the damping is too low, then resonance occurs at the two
undamped
resonant frequencies of the combined system
 If the damping is too large, the mass block may be locked and the
TMD may lose the ability to absorb energy.
TUNED MASS DAMPER
𝜉�� ‫=ݐ‬ √(3𝜇/ 8(1+𝜇))
Where μ is the mass ratio
 friction dampers
 MR dampers
TUNED MASS DAMPER
 In recent years Pounding TMD has gained popularity over
conventional
TMD in reducing the accelerations produced by seismic activity.
 for reducing earthquake effects in power transmission towers
POUNDING TUNED MASS DAMPER
the vibration amplitude of the structure is reduced by transferring
momentum between structure and added mass of the PTMD. Then
the absorbed mechanical energy is dissipated as heat energy
POUNDING TUNED MASS DAMPER
CONCLUSION
 The TMD has no significant effect in reducing the absolute acceleration,
base shear force, and the overall turning moment of the building.
 When the TMD was replaced by a PTMD, under earthquake loads, there
was no significant reduction in the maximum displacement at the top
floor, but there was maximum the reduction in the top floor acceleration,
 there was no significant change in the standard deviation of acceleration
at the top floor.
 Study about active and semi active control
systems
 Modeling a high-rise building using SAP2000
 Analyze the structure using these cases
 Comparing results
 Choose best control system
NEXT
 Abburu, S. (2015), “On the Design of High-Rise Buildings for Multihazard:
Fundamental Differences between Wind and Earthquake Demand,” Shock
and Vibration, 2015, Article ID 148681.
 A.M., (2015), “Control of wind-induced motion in high-rise buildings with hybrid
TM/MR dampers”, Wind and Structures, 21(5), 565-595.
 A.M. (2014a), “Proposed robust tuned mass damper for response mitigation in
buildings exposed to multidirectional wind,” The Structural Design of Tall and
Special Buildings 23(9), 664-691.
REFERENCE
Thank you

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Proposing suitable vibration control methods for excessive lateral vibration of different kind tall structures phase 1

  • 1. Proposing suitable vibration control methodsfor excessive lateral vibration of different kind tall structures SUPERVICER DR.J.A.S.C.JAYASINGHE K.SUJEEVAN
  • 2. PRESENTATION OUTLINES Passive control system Tuned mass damper Pounding tuned mass damper Next step Conclusion Reference
  • 3. Propose suitable vibration control methods for excessive lateral vibration of different kind tall structures with considering of economic , operation and maintenance AIM
  • 4. SCOPE •Study passive control system •Study active control system •Study semi active control system •Modelling and analysinga high-rise structure using SAP2000 •Comparing the results •Proposed suitable method
  • 5. PASSIVE CONTROL SYSYTEM In this case, the passive devices does not need an external power, this kind of method has some features such as, (Tuned Mass Damper, Viscous Damper), It’s against minor wind excitation and minor earthquakes. No need for external energy Stable Simple process and operation
  • 6. It is a passive device which utilizes a secondary mass attached to a main structure through spring and dashpot. Advantages -> Their simplicity -> Efficiency Draw back -> Ineffectiveness during strong earthquakes. Because of the limitation in the installation space in real engineering structures, TUNED MASS DAMPER
  • 7. The equation of motion of the TMD system 𝑚2ẍ2 + 𝑐2(ẋ2 − ẋ1) + 𝑘2(𝑥2 − 𝑥1) = 0 Combined of motion 𝑚1ẍ1 + 𝑐1(ẋ1) + 𝑐2(ẋ1 − ẋ2) + 𝑘1(𝑥1) + 𝑘2(𝑥1 − 𝑥2) = 𝑓 the attached TMD increases the damping and stiffness of the combined system and reduces the vibration. TUNED MASS DAMPER
  • 8. Factors affecting this TMD Mass ratio Frequency ratio Optimum damping ratio TUNED MASS DAMPER
  • 9.  Mass ratio μ = 𝑚� 𝑀 𝑚�= absorber mass 𝑀= generalized mass of primary structure Normalized response = response with TMD response without TMD TUNED MASS DAMPER
  • 10.  Tuning frequency ratio 𝑓‫݀𝑚ݐ‬ 𝑓‫ݏ‬  𝑓‫݀𝑚ݐ‬ = natural frequency of TMD and  𝑓‫ݏ‬ = natural frequency of the generalized primary structure TUNED MASS DAMPER
  • 11. Damping ratio  Performance of TMD in vibration mitigation is quite sensitive to the damping ratio of the TMD.  TMD splits the natural frequency of primary structure into a lower and higher frequency.  If the damping is too low, then resonance occurs at the two undamped resonant frequencies of the combined system  If the damping is too large, the mass block may be locked and the TMD may lose the ability to absorb energy. TUNED MASS DAMPER
  • 12. 𝜉�� ‫=ݐ‬ √(3𝜇/ 8(1+𝜇)) Where μ is the mass ratio  friction dampers  MR dampers TUNED MASS DAMPER
  • 13.  In recent years Pounding TMD has gained popularity over conventional TMD in reducing the accelerations produced by seismic activity.  for reducing earthquake effects in power transmission towers POUNDING TUNED MASS DAMPER
  • 14. the vibration amplitude of the structure is reduced by transferring momentum between structure and added mass of the PTMD. Then the absorbed mechanical energy is dissipated as heat energy POUNDING TUNED MASS DAMPER
  • 15. CONCLUSION  The TMD has no significant effect in reducing the absolute acceleration, base shear force, and the overall turning moment of the building.  When the TMD was replaced by a PTMD, under earthquake loads, there was no significant reduction in the maximum displacement at the top floor, but there was maximum the reduction in the top floor acceleration,  there was no significant change in the standard deviation of acceleration at the top floor.
  • 16.  Study about active and semi active control systems  Modeling a high-rise building using SAP2000  Analyze the structure using these cases  Comparing results  Choose best control system NEXT
  • 17.  Abburu, S. (2015), “On the Design of High-Rise Buildings for Multihazard: Fundamental Differences between Wind and Earthquake Demand,” Shock and Vibration, 2015, Article ID 148681.  A.M., (2015), “Control of wind-induced motion in high-rise buildings with hybrid TM/MR dampers”, Wind and Structures, 21(5), 565-595.  A.M. (2014a), “Proposed robust tuned mass damper for response mitigation in buildings exposed to multidirectional wind,” The Structural Design of Tall and Special Buildings 23(9), 664-691. REFERENCE