- Introduction
- Zone factor and importance factor
- Lecture 3 Resonance reduction factor
- Lecture 4
- Lecture 5
What you'll learn
- In detail Step for solving multistory structures by seismic coefficient method
Description
•Seismic coefficient method
The seismic coefficient method is one of the static procedures for earthquake resistant design of structures.
•Horizontal and/or vertical forces, which are calculated as products of the seismic coefficients H K , V K and the weight of the structures are applied to the structures.
•This approach is also known as "pushover" analysis.
•Three basic methods are available for analyzing the responses of a structure subjected to seismic ground wave: Static analysis. Response spectra analysis. Time history analysis.
Steps for seismic coefficient method
•Step-I Calculation Design base shear
VB=Ah*W
Ah –Design horizontal acceleration coefficient
Ah=Z*I*Sa
2*R*g
VB-Base shear
W-Seismic weight of building
Z-Zone factor (Annex E pg no. 36,37 IS 1893-2016)
I-Importance factor (Table 8, pg no.-19 IS 1893-2016
Important service and community building or structures (e.g. critical governance building, school) signature building, monument building, lifeline and emergency building (hospital , telephone exchange building, television station building, bus station, radio station, airport, food storage building, fuel station, fire station, large community hall like cinema hall, shopping malls, assembly hall)-1.5
Residential or commercial building (other than those listed in sr. 1) with occupancy more than 200 persons-1.2
All other building-1
R-Response reduction factor (Table 9, pg no.-20 IS 1893-2016
Lateral load resisting system
Moment frame system
RC building with ordinary moment resisting frame (OMRF)-3
RC building with special moment resisting frame (SMRF)-5
Steel building with ordinary moment resisting frame (OMRF)-3
Steel building with special moment resisting frame (OMRF)-5
Sa/g-Design acceleration coefficient for different soil type ,normalized with peak ground acceleration corresponding to natural period T of structure (pg no.-9 IS 1893-2016)
T-Natural time period of oscillation (pg no.-21 IS 1893-2016)
•Moment resisting frame (without any masonry infill wall)
Ta-0.075 h0.75 (for RC MRF building)
Ta-0.080 h0.75 (for RC steel composite MRF building)
Ta-0.085 h0.75 (for steel MRF building)
•Moment resisting frame (with any masonry infill wall)
Ta=0.09h/Γd
Step II- Calculation Seismic weight of building
•Seismic load=Dead load + live load + floor finish
Ø Dead load-sum of dead load of all floor
Ø Live/Imposed load-Percentage of Imposed load to be considered in calculation of seismic weight
Step III-Calculate Base shear
•VB=Ah*W
Step IV Determine lateral force
•lateral force
•Q= VB * wihi2
€wihi2
• wi seismic weight of floor
hi height of floor I measure from base
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About the instructors
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- 923 Estudiantes
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Akanksha Vivek Pisolkar
Engineering
My self Akanksha Vivek Pisolkar. I am working as Assistant Professor in Civil Engineering Department of K K wagh college of Engineering Nashik which is in Pune University. I have completed my masters degree in Structural Engineering from pune university in 2015 and civil engineering degree form pune university it self in 2013. I have total 7 years of experience in teaching field.
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Very informative video. Keep on doing this Excellent work. Thank you very much.
Excellent course.