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9781848212367

Structural Performance Probability-Based Assessment

by
  • ISBN13:

    9781848212367

  • ISBN10:

    1848212364

  • Edition: 1st
  • Format: Hardcover
  • Copyright: 2011-06-13
  • Publisher: Wiley-ISTE

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Summary

This book covers the development of efficient methods for the assessment and the management of civil structures is today a major challenge from economical, social and environmental aspects. Tools for handling uncertainties in loads, geometry, material properties, construction and operating conditions are nowadays essential. Covers the key concepts across topics including probability theory and statistics, structural safety, performance-based assessment, modelling uncertainties and principles of decision theory.

Author Biography

Christian Cremona is in charge of the civil engineering and construction group in the direction for research and innovation in the French Ministry for Sustainable Development.

Table of Contents

Prefacep. xi
Concepts from Probability Theory and Statisticsp. 1
The role of probability in civil engineeringp. 1
Physical and statistical uncertaintiesp. 2
Axiomaticsp. 3
Probabilitiesp. 3
Axiomsp. 3
Consequencesp. 5
Conditional probabilitiesp. 5
Random variables - distributionsp. 8
Definitionsp. 8
Samplingp. 8
Probability density functionp. 10
Main descriptors of a random variablep. 11
Joint variablesp. 15
Independent variablesp. 16
Correlation coefficientp. 16
Functions of random variablesp. 18
Approximate momentsp. 20
Useful random variablesp. 21
Discrete variablesp. 21
Normal distributionp. 25
Lognormal distributionp. 26
Beta distributionp. 28
Exponential distributionp. 29
Gamma distributionp. 30
tudent's t-distributionp. 31
Limit theoremsp. 31
Law of large numbersp. 32
Limit theoremsp. 35
Modeling random variablesp. 38
Point estimationp. 39
Interval estimationp. 43
Estimation of fractilesp. 46
Estimation of the distributionp. 48
Distribution of extremesp. 51
Significance testingp. 58
Type I and II errorsp. 60
Usual testsp. 61
Bayesian analysisp. 65
A priori and a posteriori distributionsp. 66
Updating estimatorsp. 68
Bayesian networksp. 70
Stochastic processesp. 74
Basic principlesp. 74
Markovian chainsp. 75
State probabilityp. 76
Time between stagesp. 78
Structural Safety, Performance and Riskp. 81
Introductionp. 81
Safety and riskp. 82
Concepts of safetyp. 82
Concept of risk related to a danger or threatp. 83
Risk assessmentp. 84
Hazardp. 85
Risk evaluation and acceptable riskp. 87
Risk assessmentp. 87
Acceptable riskp. 89
Risk-based managementp. 96
Strategiesp. 96
Risk analysisp. 96
Legal point of view for a risk-based approachp. 104
Examples of failure: bridgesp. 105
From safety to performancep. 110
Functions of a structurep. 110
Performancep. 112
Evolution of structural functionalityp. 119
Consequences of performance lossesp. 121
Generalization of the concept of riskp. 121
Human errorsp. 122
Performance-based Assessmentp. 125
Analysis methods and structural safetyp. 125
Allowable stress principlep. 128
Limit states and partial factorsp. 128
Probability-based approachp. 132
Safety and performance principlesp. 134
New structuresp. 135
Existing structuresp. 135
Invariant measuresp. 136
Reliability theoryp. 138
Basic problemp. 138
Convolution integralp. 139
Normal variablesp. 140
Geometric expression of the reliability indexp. 142
Joint distribution representationp. 145
Limit state with more than two uncorrelated normal variablesp. 145
Limit state with correlated variablesp. 148
General formulationp. 150
Failure component-failure modep. 150
Safety margins - limit state functionsp. 150
Calculation methodsp. 151
Basler-Cornell indexp. 152
Hasofer-Lind indexp. 158
Rackwitz-Fiessler algorithmp. 161
Isoprobability transformationsp. 162
Calculation of the failure probabilityp. 168
Monte-Carlo methodsp. 172
Response surfacesp. 176
Sensitivity measuresp. 183
System reliabilityp. 187
Mathematical conceptsp. 190
Calculation of the system probability of failurep. 199
Robustness and vulnerabilityp. 205
Determination of collapse/failure mechanismsp. 208
Generation of safety margins for truss structuresp. 208
P-unzipping methodp. 213
Calibration of partial factorsp. 217
Nature of a probabilistic calculationp. 224
Failure probabilities and acceptable risksp. 225
Acceptable failure probabilitiesp. 225
Concept of acceptable riskp. 230
Remarksp. 233
Structural Assessment of Existing Structuresp. 235
Introductionp. 235
Assessment rulesp. 236
Limits when using design rulesp. 236
Main stages in structural assessmentp. 237
Structural safety assessmentp. 239
Basic conceptp. 240
First approachp. 240
Second approachp. 242
Third approachp. 244
Fourth approachp. 250
Implementing rating factorsp. 258
General remarks on the methodsp. 260
Specificities of Existing Structuresp. 261
Loadsp. 261
Introductionp. 261
Stochastic processesp. 264
Spatial variabilityp. 285
Load combinationsp. 286
Permanent loadsp. 288
Live loadsp. 291
Environmental loadsp. 298
Exceptional loadsp. 325
Resistancep. 331
Material properties and uncertaintiesp. 332
Properties of reinforcing and prestressing steelp. 334
properties of structural steelp. 340
Properties of concretep. 341
Geometric variabilityp. 348
Scale effectsp. 351
Principles of Decision Theoryp. 355
Introductionp. 355
The decision modelp. 356
Decision treep. 356
Decision criterionp. 360
Terminal decision analysisp. 361
Information valuep. 363
Controls and inspectionsp. 364
Detection probability: a discrete casep. 367
Detection probability: a continuous casep. 375
Load testsp. 381
Maintenance optimizationp. 384
Identification of degradations and failure modesp. 387
Decision process and RBI analysisp. 389
Maintenance typesp. 390
Life cycle cost analysisp. 391
Discount calculationsp. 392
Discount ratep. 394
Some results from discounting analysisp. 396
Condition, working lifetime and life cyclesp. 398
Maintenance strategiesp. 403
Corrective maintenancep. 404
Systematic maintenancep. 405
Conditional maintenancep. 406
Bibliographyp. 413
Indexp. 423
Table of Contents provided by Ingram. All Rights Reserved.

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