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Combined Hurricane and Earthquake Hazard Component Vulnerability Analysis

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Title: Combined Hurricane and Earthquake Hazard Component Vulnerability Analysis


1
Combined Hurricane and Earthquake Hazard
Component Vulnerability Analysis
  • Terri R. Norton and Makola M. Abdullah, Ph.D.
  • Florida AM University - Florida State University
  • Wind Hazard and Earthquake Engineering Lab

2
OUTLINE
  • Introduction
  • Fragility Curves
  • Research Objectives
  • Research Proposal
  • Vulnerability Analysis
  • Damage Estimation

(USGS, 2004)
3
INTRODUCTION
  • Each year the United States is affected by
    natural hazards.
  • Hurricanes plague the east coast, while
    earthquakes affect the west.
  • These hazards have the potential to cause
    extensive property damage and create mass
    casualties.
  • Hurricane Andrew (1992), Hurricane Floyd (1999)
  • Northridge Earthquake (1994)

4
INTRODUCTION cont.
  • Understanding system vulnerability is essential
    to damage prediction.
  • Vulnerability susceptibility of being damaged
  • System vulnerability can be approximated through
    the collection of component vulnerabilities.
  • Fragility curves are used to measure
    vulnerability.

5
FRAGILITY CURVES
  • Relate the probability of being in or exceeding a
    building damage state to a response parameter.

f is the standard normal probability
integral mr is the median fragility Br is the
logarithmic standard deviation and x is the peak
(ground or spectral) acceleration
(FEMA, 1999)
6
FRAGILITY TYPES
Component vs. System Fragility
  • System fragility is needed for input in most loss
    estimation software, like HAZUS.
  • Research considers a building as an assembly of
    components.
  • Unanwa (2000)
  • Shinozuka (2000)

(Kishi, 2003)
7
OBJECTIVES
  • Develop generalized component fragilities for
    wood-framed residential structures.
  • Use fault tree analysis to identify component
    relationships
  • Determine system vulnerability based on weighted
    component fragility.
  • Estimate the economic loss of the structure.

8
PROPOSED APPROACH
  • USGS peak acceleration map
  • ASCE wind speed map
  • Demand Conversion
  • Component fragility based on converted demand
  • Fault tree analysis
  • Compilation of component fragility into system
    fragility
  • Vulnerability converted into economic loss
  • Total loss based on system vulnerability

9
INPUT DEMAND
  • Earthquake loads
  • USGS peak acceleration map ( g)
  • Extreme wind loads
  • ASCE 7 wind speed design map (mph)
  • Loads converted to a generalized demand parameter

10
COMPONENT VULNERABILITY
  • Each component fragility will be a function of a
    specific demand parameter.
  • Windows may be a function of pressure
  • Wall may be a function of shear force
  • Existing research will assist in constructing
    component fragilities functions.
  • Maximum likelihood method may also assist in the
    estimation of the two-parameter lognormal
    distribution function.

11
MAXIMUM LIKELIHOOD
where
and
F(x) probability of being damaged 1-F(x)
Probability of not being damaged x input
demand a 0 or 1, does not or does sustain damage
(Shinozuka, 2000)
12
FAULT TREE ANALYSIS
  • Explains the logical sequence of damage
    propagation.
  • From direct to indirect damage

13
SYSTEM VULNERABILITY
  • A function of all the component fragilities
    combined.

14
SYSTEM VULNERABILITY
  • A function of all the component fragilities
    combined.

(Shinozuka, 2000)
15
DAMAGE APPROXIMATION

Repair Cost
16
ECONOMIC LOSS
  • Repair Cost
  • Structural and Nonstructural damage
  • Damage of contents
  • Loss of Functionality

17
QUESTIONS?
(FEMA, 1994)
18
CONTACT INFO
  • Terri R. Norton
  • Email norton_at_eng.fsu.edu
  • Makola M. Abdullah, Ph.D.
  • Email abdullah_at_eng.fsu.edu
  • http//www.eng.fsu.edu/departments/civil/index.htm
    l
  • http//www.wheel.eng.fsu.edu

FAMU-FSU College of Engineering
19
FRAGILITY DEVELOPMENT
  • ATC-13 (1985) heuristic damage functions
  • estimates were based on the personal knowledge
    and experience of experts in the field
  • HAZUS (1997) a combination of heuristic and
    analytical damage function models
  • The focus of this assessment is the buildings
    response to ground motion
  • Unanwa (2000) heuristic and analytical damage
    functions
  • Consideration was given to damage propagation
    either through the direct impact of the wind or
    as a result of damage of other components

20
BUILDING COMPONENTS
  • Roof covering
  • Roof structure
  • Beams and Columns
  • Connections
  • Slabs
  • Partition walls
  • Exterior wall
  • Exterior doors windows
  • Exterior doors
  • Interior
  • Mechanical Electrical
  • Plumbing
  • Foundation
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