Publication | Closed Access
Organizing and Evaluating Uncertainty in Geotechnical Engineering
178
Citations
30
References
2000
Year
EngineeringRisk AnalysisUncertainty FormalismUncertainty ModelingGeotechnical EngineeringReliability EngineeringEvaluating UncertaintyGeotechnical ProblemUncertainty QuantificationRisk ManagementManagementProbabilistic Safety AssessmentSystems EngineeringDecision MakingStatisticsReliabilityTransportation GeotechnicsDesignTypical ProjectEarthquake Risk MitigationEngineering GeologyRisk AssessmentGeotechnical PropertyCivil EngineeringProbabilistic MethodsGeomechanicsConstruction ManagementDisaster Risk Reduction
Probabilistic methods can enhance site characterization, design evaluation, decision making, and construction control by quantifying risk, but their adoption is constrained by regulatory standards, client interest, and the need for clear communication. The study calls for more and better examples of applying probabilistic methods in geotechnical engineering.
Probabilistic methods are potentially useful in four stages of a typical project: site characterization and evaluation, evaluation of designs, decision making, and construction control. In evaluation of projects, it can be useful to express risk numerically. When uncertainties can be quantified and model errors are understood, reliability theory may be used. Event-tree analysis can be a framework for effectively applying judgment concerning uncertainty. The use of quantified risk in decision making is limited by standards for acceptable risk; good communication with a client is essential. Unless clients or regulators are interested in quantifying risks as part of decision making, engineers will continue to rely on traditional methods. When risks are large and the costs of absolute safety are large, clients are interested in discussing risks. Issues concerning the adequacy of existing structures such as earth dams are stimulating interest in risk assessment, and there will be spin-off from developments in earthquake engineering. More and better examples of applications of probabilistic methods are needed.
| Year | Citations | |
|---|---|---|
Page 1
Page 1