Module 7 Flashcards

1
Q

Historical Performance Objectives of design

A
  • life safety in rare earthquake

- serviceability

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2
Q

serviceability

A

building remains functional after frequent events

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3
Q

Modern Performance Parameters

A
  • annual probability of collapse
  • expected annual monetary loss (EAL)
  • downtime
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4
Q

downtime

A

time building will likely remain unoperation following a certain intensity event

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5
Q

ELF

A

Equivalent Lateral Force Method
1. estimate Tn
2. read off spectral accn demand
3, Identify mu or Ry and calculate design base shear force
4. Distribute base shear as a set of equivalent lateral forces and identify design actions on structural members

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6
Q

Variation of ELF

A

first develop an inelastic spectrum for the target ductility level using R - mu - T relationship

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7
Q

Limitations of ELF

A
  • period of vibration is required at start (can be affected by strength and section sizes)
  • ductility is set/assumed to be purely a function of structural typology (not checked)
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8
Q

Uncertainties affecting dynamic response in EQ

A
  • seismic intensity
  • uncertainty in period
  • uncertainty in damping
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9
Q

Impact of Foundation Flexibility

A
  • system stiffness reduces … natural period increases
  • causes decrease in Sa but increase in Sd
  • may not be conservative to neglect effects of foundation flexibility
  • can also change system ductility capacity
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10
Q

non structural elements can be

A
  • acceleration sensitive (sprinklers, chimneys)

- drift sensitive ( windows)

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11
Q

Three possible retrofit strategies

A
  1. increasing strength and stiffness
  2. improving connection details - increase displacement capacity
  3. adding damping
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12
Q

increasing strength and stiffness

A

adding new structural elements

  • reduces Tn
  • increases Sa (bad for accn sensitive non-structural elements)
  • decreases Sd (helps reduce both structural and non-structural drift damage)
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13
Q

improving connection details

A
  • means that hopefully disp capacity > disp demand
  • does not change period or seismic demands
  • check that drift-sensitive non-structural elements can resist new increased structural capacity
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14
Q

adding damping

A
  • not as common bc EXPENSIVE
  • energy dissipation
  • reduce Sd and Sa for elastic system by a factor n
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15
Q

n

A

n = sqrt ( 0.10 / (0.05 + damping) )

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