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Seismic analysis of the building structure
•Static analysis – Lumped mass analysis
• Approximate fundamental natural period of vibration
•In staad,
-reference load type definition
- seismic definition
-calling of seismic force
•Dynamic analysis – Time history analysis/ Response spectrum analysis
•In staad,
- seismic definition
- weight definition
-calling of weight for mass matrix calculation
-response spectrum definition
Inputs Parameters in STAAD
Seismic definition in STAAD
Mass matrix calculation in STAAD
Calling of
weights for
Mass matrix
calculation
Response spectrum analysis
Significant of the Dynamic Analysis
* Earthquake force
* Wind force
The design horizontal seismic coefficient
•Ah=(Z/2)*(I/R)*(Sa/g)
• Z-Zone factor
•I-Importance factor
•R-Response reduction factor
•Sa/g-Average response acceleration coefficient
• Expected intensity of shaking in different zones.
• Reasonable estimation of the Peak Groung Acceleration(PGA ) in respective zone.
• Maximum Considered Earthquake (MCE) is an upper bound of the expected
earthquake in a given area- 10% probability of exceedence in 100years.
• Design Basis Earthquake(DBE) - 10% probability of exceedence in 50years.
• Indian code assumed ½ of the MCE .
Zone factor
• Functional use of the structures after earthquake, historical value/ economic
importance.
• Increase the design force level for critical and important structures.
Response Reduction factor
• Seismic damage performance of the structure under shaking.
• Brittle/Ductile deformation of the structure
Importance factor
Factors Governing for Response Reduction
Factor
Average response acceleration coefficient
Depends on,
• Damping of the structure
• Fundamental natural time period
• Soil at site
• Vertical distribution of base shear to different floor levels.
• Distribution of Horizontal Design Lateral Force to Different Lateral Force Resisting
Elements
• Floor Diaphragm Action
Distribution of design lateral seismic force
Rigid diaphragm

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PPT - Dynamic analysis of building structure.pptx

  • 1. Seismic analysis of the building structure •Static analysis – Lumped mass analysis • Approximate fundamental natural period of vibration •In staad, -reference load type definition - seismic definition -calling of seismic force •Dynamic analysis – Time history analysis/ Response spectrum analysis •In staad, - seismic definition - weight definition -calling of weight for mass matrix calculation -response spectrum definition
  • 2.
  • 5. Mass matrix calculation in STAAD Calling of weights for Mass matrix calculation
  • 7. Significant of the Dynamic Analysis * Earthquake force
  • 9. The design horizontal seismic coefficient •Ah=(Z/2)*(I/R)*(Sa/g) • Z-Zone factor •I-Importance factor •R-Response reduction factor •Sa/g-Average response acceleration coefficient
  • 10. • Expected intensity of shaking in different zones. • Reasonable estimation of the Peak Groung Acceleration(PGA ) in respective zone. • Maximum Considered Earthquake (MCE) is an upper bound of the expected earthquake in a given area- 10% probability of exceedence in 100years. • Design Basis Earthquake(DBE) - 10% probability of exceedence in 50years. • Indian code assumed ½ of the MCE . Zone factor
  • 11. • Functional use of the structures after earthquake, historical value/ economic importance. • Increase the design force level for critical and important structures. Response Reduction factor • Seismic damage performance of the structure under shaking. • Brittle/Ductile deformation of the structure Importance factor
  • 12. Factors Governing for Response Reduction Factor
  • 13. Average response acceleration coefficient Depends on, • Damping of the structure • Fundamental natural time period • Soil at site
  • 14. • Vertical distribution of base shear to different floor levels. • Distribution of Horizontal Design Lateral Force to Different Lateral Force Resisting Elements • Floor Diaphragm Action Distribution of design lateral seismic force Rigid diaphragm