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CVEN 557
Structural Design for Seismic Effect
Project Assignment
Group 02
May 2016
Presented by: Nahid Farzana, Dinesha Kuruppuarachchi, Kapil Adhikari
Elevation view
Plan view
Seismic Design Category
Risk Category & Importance Factor
Redundancy Factor Selection
Seismic Lateral System
Gravity Load
Level Dead Load
(kip)
Live Load
(kip)
Total Load
(kip)
Roof 1586.88 263.5 1851
8 1535.9 658.75 2195
7 1535.9 658.75 2195
6 1535.9 658.75 2195
5 1535.9 658.75 2195
4 1535.9 658.75 2195
3 1535.9 658.75 2195
2 1552.7 658.75 2211
Gravity load Tributary area on Moment Frames
Gravity load Tributary area on Braced Frames
Load Combination
 1.4 Dead
 1.2 Dead+1.6 Live+0.5 Liveroof
 1.2 Dead + 1.6 Liveroof + Live
 (1.2 + 0.2 SDS ) Dead + ρ QE + Live + 0.2 Snow
 (0.9 – 0.2 SDS) Dead + ρ QE
For General Load
Consideration
For Seismic
Load
Consideration
Selection of Analysis Procedure
Method of Analysis
 Equivalent Lateral Force (ELF) procedure is selected to
analyze the structure, based on the structure’s –
Seismic design category
Structural system
Dynamic properties and
Regularity
Story Shear Calculation for moment
frame
Story Shear Calculation for braced frame
Seismic Lateral Load Distribution
Modeling Consideration
Modeling Consideration
Moment Frame analysis
Deflected Moment Frame under Seismic Load Unit Load Applied on Moment Frame
Stiffness and K matrix
 Stiffness of frame = 1/ Deflection
Shear Force Calculation from Stiffness
Shear Force is calculated under following two condition:
Maximum Deflection
Torsional Irregularity
Level
Applied
force
Avg
deflection
Max
deflection drift Max drift
Ratio=max/avg
Drift Torsional irregularity
Roof
226.3 3.18 3.400 0.17 0.100 0.59 Less than 1.2, OK
8
218.6 3.01 3.300 0.11 0.300 2.73 Less than 1.2, OK
7
172.6 2.9 3.000 0.3 0.200 0.67 Less than 1.2, OK
6
130.7 2.6 2.800 0.3 0.300 1.00 Less than 1.2, OK
5
93.2 2.3 2.500 0.3 0.400 1.33 Less than 1.2, OK
4
60.5 2 2.100 0.4 0.500 1.25 Less than 1.2, OK
3
33.3 1.6 1.600 0.5 0.400 0.80 Less than 1.2, OK
2
12.6 1.1 1.200 1.1 1.200 1.09 Less than 1.2, OK
Irregularities
There are two kinds of irregularities:
 Horizontal Irregularities
 Vertical Irregularities
There are five types of Horizontal irregularities as follows:
 Torsional and Extreme Torsional
 Reentrant Corner
 Diaphragm Discontinuity
 Out-of-plane Offset
Reentrant corner irregularity (type 2)
• There are no reentrant corners in our system.
There is no reentrant irregularity
Out of Plane Offsets Irregularity (Type 4)
• There are no discontinuities of the lateral force resisting path in our
system.
The resisting path is continuous through all the story of the building.
No out of plane offsets irregularity was found.
Nonparallel Systems-Irregularity (Type 5)
• Lateral resisting element is parallel throughout our system.
Nonparallel system irregularity was not found.
There are five Vertical Irregularities:
 Stiffness-Soft story and Stiffness- Extreme Soft Story
 Weight
 Vertical Geometric
 IN-plane discontinuity in vertical lateral force resisting element
 Discontinuityin lateral strength (Weak story and Extreme weak story
Stiffness-Soft Story Irregularity (Type 1a)
Stiffness-Soft Story Irregularity (Type1b)
Weight (mass) Irregularity
 This irregularity exists where the effective mass of any story is more than
150% of the mass of an adjacent story. A roof that is lighter than the floor
below need not be considered.
 No weight irregularities is found as weight of the given story is less than 150 %
of the effective mass of adjacent sides
Vertical Geometric Irregularity (Type 3)
Vertical geometric irregularity
exists where the horizontal
dimension of the seismic force
system in any story is more than
130% of that in the adjacent story.
Since there are no geometric
irregularities either in moment or
braced frame, no vertical geometric
irregularity were found
In-Plane Discontinuity in Vertical Lateral Force
Resisting Element Irregularity (Type 4)
This irregularity exists where an
in-plane offset of the lateral force
resisting elements is greater than
the length of those elements.
Since there are no offset of the
lateral force resisting element,
no irregularity was found.
Steel member Selection
Beam – W 24 x 131
Column -W 14 X 500
Steel member Design
Steel member Design
Special Moment Frames
Column
 Column depth
 Column Flange
 check for buckling of flange
 check for buckling of web
Other
 Probable moments at plastic hinge
 Shear at plastic hinge
 Beam Vs column strength
 Strengths of panel zone
 Beam shear strength
 Continuity plates
Beam
 Beam depth
 Beam Weight
 Beam Flange
 Clear span vs beam depth ratio
 check for buckling of flange
 check for buckling of web
Sample Calculations
Steel member Design
Eccentric Braced Frames - Link
Steel member Design
Eccentric Braced Frames
Size of the link
 determine if the axial load is significant
 shear check capacity
 check link length limit
 check link rotation angle
 check link slenderness
Check the beam outside the link
 compression capacity
 moment capacity
 check interaction equation
Brace Design
 over strength factor
 check slenderness for ductile members
 check compression capacity
 check flexural capacity
 check interaction
Sample Calculations

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Project 3 - Building design for seismic effects

  • 1. CVEN 557 Structural Design for Seismic Effect Project Assignment Group 02 May 2016 Presented by: Nahid Farzana, Dinesha Kuruppuarachchi, Kapil Adhikari
  • 4. Risk Category & Importance Factor
  • 7. Gravity Load Level Dead Load (kip) Live Load (kip) Total Load (kip) Roof 1586.88 263.5 1851 8 1535.9 658.75 2195 7 1535.9 658.75 2195 6 1535.9 658.75 2195 5 1535.9 658.75 2195 4 1535.9 658.75 2195 3 1535.9 658.75 2195 2 1552.7 658.75 2211
  • 8. Gravity load Tributary area on Moment Frames
  • 9. Gravity load Tributary area on Braced Frames
  • 10. Load Combination  1.4 Dead  1.2 Dead+1.6 Live+0.5 Liveroof  1.2 Dead + 1.6 Liveroof + Live  (1.2 + 0.2 SDS ) Dead + ρ QE + Live + 0.2 Snow  (0.9 – 0.2 SDS) Dead + ρ QE For General Load Consideration For Seismic Load Consideration
  • 12. Method of Analysis  Equivalent Lateral Force (ELF) procedure is selected to analyze the structure, based on the structure’s – Seismic design category Structural system Dynamic properties and Regularity
  • 13.
  • 14. Story Shear Calculation for moment frame
  • 15. Story Shear Calculation for braced frame
  • 16. Seismic Lateral Load Distribution
  • 19. Moment Frame analysis Deflected Moment Frame under Seismic Load Unit Load Applied on Moment Frame
  • 20. Stiffness and K matrix  Stiffness of frame = 1/ Deflection
  • 21. Shear Force Calculation from Stiffness Shear Force is calculated under following two condition:
  • 23. Torsional Irregularity Level Applied force Avg deflection Max deflection drift Max drift Ratio=max/avg Drift Torsional irregularity Roof 226.3 3.18 3.400 0.17 0.100 0.59 Less than 1.2, OK 8 218.6 3.01 3.300 0.11 0.300 2.73 Less than 1.2, OK 7 172.6 2.9 3.000 0.3 0.200 0.67 Less than 1.2, OK 6 130.7 2.6 2.800 0.3 0.300 1.00 Less than 1.2, OK 5 93.2 2.3 2.500 0.3 0.400 1.33 Less than 1.2, OK 4 60.5 2 2.100 0.4 0.500 1.25 Less than 1.2, OK 3 33.3 1.6 1.600 0.5 0.400 0.80 Less than 1.2, OK 2 12.6 1.1 1.200 1.1 1.200 1.09 Less than 1.2, OK
  • 24. Irregularities There are two kinds of irregularities:  Horizontal Irregularities  Vertical Irregularities There are five types of Horizontal irregularities as follows:  Torsional and Extreme Torsional  Reentrant Corner  Diaphragm Discontinuity  Out-of-plane Offset
  • 26. • There are no reentrant corners in our system. There is no reentrant irregularity
  • 27. Out of Plane Offsets Irregularity (Type 4)
  • 28. • There are no discontinuities of the lateral force resisting path in our system. The resisting path is continuous through all the story of the building. No out of plane offsets irregularity was found.
  • 30. • Lateral resisting element is parallel throughout our system. Nonparallel system irregularity was not found.
  • 31. There are five Vertical Irregularities:  Stiffness-Soft story and Stiffness- Extreme Soft Story  Weight  Vertical Geometric  IN-plane discontinuity in vertical lateral force resisting element  Discontinuityin lateral strength (Weak story and Extreme weak story
  • 32. Stiffness-Soft Story Irregularity (Type 1a) Stiffness-Soft Story Irregularity (Type1b)
  • 33. Weight (mass) Irregularity  This irregularity exists where the effective mass of any story is more than 150% of the mass of an adjacent story. A roof that is lighter than the floor below need not be considered.  No weight irregularities is found as weight of the given story is less than 150 % of the effective mass of adjacent sides
  • 34. Vertical Geometric Irregularity (Type 3) Vertical geometric irregularity exists where the horizontal dimension of the seismic force system in any story is more than 130% of that in the adjacent story. Since there are no geometric irregularities either in moment or braced frame, no vertical geometric irregularity were found
  • 35. In-Plane Discontinuity in Vertical Lateral Force Resisting Element Irregularity (Type 4) This irregularity exists where an in-plane offset of the lateral force resisting elements is greater than the length of those elements. Since there are no offset of the lateral force resisting element, no irregularity was found.
  • 36. Steel member Selection Beam – W 24 x 131 Column -W 14 X 500
  • 38. Steel member Design Special Moment Frames Column  Column depth  Column Flange  check for buckling of flange  check for buckling of web Other  Probable moments at plastic hinge  Shear at plastic hinge  Beam Vs column strength  Strengths of panel zone  Beam shear strength  Continuity plates Beam  Beam depth  Beam Weight  Beam Flange  Clear span vs beam depth ratio  check for buckling of flange  check for buckling of web
  • 40. Steel member Design Eccentric Braced Frames - Link
  • 41. Steel member Design Eccentric Braced Frames Size of the link  determine if the axial load is significant  shear check capacity  check link length limit  check link rotation angle  check link slenderness Check the beam outside the link  compression capacity  moment capacity  check interaction equation Brace Design  over strength factor  check slenderness for ductile members  check compression capacity  check flexural capacity  check interaction