Abstract:Specifying the target reliability levels is one of the key issues in the assessment of existing structures. For a majority of existing buildings and infrastructures, the design life has been reached or will be reached in the near future. These structures need to be reassessed in order to verify their safety. Eurocodes provide a general basis primarily intended for the design of new structures, but the basic principles can be used for assessing existing buildings, too. Reliability levels are generally based on … Show more
“…It is observed that for larger N, the fib bulletin 80 for existing structures requires higher reliability levels than the ISO standard for new structures ('small relative life-saving costs'). This is in contradiction with numerous previous studies advocating lower target levels for existing structures [8,19,[23][24][25] and with the theoretically justified approach to reduce target reliability levels for increasing costs of safety measures. The discrepancy is primarily attributable to the risk-averse value k = 2 adopted in the fib bulletin.…”
Section: Application To a Railway Bridgecontrasting
confidence: 86%
“…For railway civil engineering structures, it is assumed that this fraction is commonly low (exceptions may include most exposed workers), individual risk criteria become less important and group risk criteria dominate the derivation of target reliability values [7][8][9]. These criteria include human, economic and environmental criteria and are briefly reviewed in the following sections.…”
Section: Classification Of Structuresmentioning
confidence: 99%
“…Essentially, this approach combines economic and human safety aspects. Compared with economic optimization [8,[21][22][23], it should lead to lower target reliability indices, as only the human consequences of structural failure are taken into account, while other losses such as economic and environmental costs are not taken into account. In the LQI approach, the danger to which the people are subjected might vary on an individual basis within the group of people affected, which may be deemed unethical [8].…”
Risk and reliability criteria are well established in many industrial sectors such as the offshore, chemical or nuclear industries. Comparative risk thresholds have been specified to allow a responsible organization or regulator to identify activities, which impose an acceptable level of risk concerning the participating individuals, or society as a whole. The scope of this contribution is to present target reliability criteria based on acceptable human safety levels. Application of theoretical principles is illustrated by examples of railway engineering structures. Initially it is shown how civil engineering structures for which human safety criteria play a role are classified according to Eurocodes. Examples include bridges, tunnels or station buildings. The general concepts for risk acceptance are then briefly reviewed, particularly in their relation to the target reliability criteria. The distinction between the two types of criteria is made: group risk and the acceptance criterion based on the Life Quality Index LQI approach introduced by ISO 2394:2015. The differences between the criteria for new and existing structures are discussed. The application is illustrated by an example of a bridge crossing an important railway line. It appears that while benefits and costs of a private stakeholder or public authority are reflected by economic optimisation, the society should define the limits for human safety to achieve uniform risks for various daily-life activities and across different industrial sectors.
“…It is observed that for larger N, the fib bulletin 80 for existing structures requires higher reliability levels than the ISO standard for new structures ('small relative life-saving costs'). This is in contradiction with numerous previous studies advocating lower target levels for existing structures [8,19,[23][24][25] and with the theoretically justified approach to reduce target reliability levels for increasing costs of safety measures. The discrepancy is primarily attributable to the risk-averse value k = 2 adopted in the fib bulletin.…”
Section: Application To a Railway Bridgecontrasting
confidence: 86%
“…For railway civil engineering structures, it is assumed that this fraction is commonly low (exceptions may include most exposed workers), individual risk criteria become less important and group risk criteria dominate the derivation of target reliability values [7][8][9]. These criteria include human, economic and environmental criteria and are briefly reviewed in the following sections.…”
Section: Classification Of Structuresmentioning
confidence: 99%
“…Essentially, this approach combines economic and human safety aspects. Compared with economic optimization [8,[21][22][23], it should lead to lower target reliability indices, as only the human consequences of structural failure are taken into account, while other losses such as economic and environmental costs are not taken into account. In the LQI approach, the danger to which the people are subjected might vary on an individual basis within the group of people affected, which may be deemed unethical [8].…”
Risk and reliability criteria are well established in many industrial sectors such as the offshore, chemical or nuclear industries. Comparative risk thresholds have been specified to allow a responsible organization or regulator to identify activities, which impose an acceptable level of risk concerning the participating individuals, or society as a whole. The scope of this contribution is to present target reliability criteria based on acceptable human safety levels. Application of theoretical principles is illustrated by examples of railway engineering structures. Initially it is shown how civil engineering structures for which human safety criteria play a role are classified according to Eurocodes. Examples include bridges, tunnels or station buildings. The general concepts for risk acceptance are then briefly reviewed, particularly in their relation to the target reliability criteria. The distinction between the two types of criteria is made: group risk and the acceptance criterion based on the Life Quality Index LQI approach introduced by ISO 2394:2015. The differences between the criteria for new and existing structures are discussed. The application is illustrated by an example of a bridge crossing an important railway line. It appears that while benefits and costs of a private stakeholder or public authority are reflected by economic optimisation, the society should define the limits for human safety to achieve uniform risks for various daily-life activities and across different industrial sectors.
“…The safety assessment procedure consists in a comparison between the computed and a target reliability index, β target , given in codes or bibliography [3,33].…”
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ABSTRACTA novel framework for probabilistic-based structural assessment of existing structures, which combines model identification and reliability assessment procedures, considering in an objective way different sources of uncertainty, is presented in this paper. A short description of structural assessment applications, provided in literature, is initially given. Then, the developed model identification procedure, supported in a robust optimization algorithm, is presented. Special attention is given to both experimental and numerical errors, to be considered in this algorithm convergence criterion. An updated numerical model is obtained from this process.The reliability assessment procedure, which considers a probabilistic model for the structure in analysis, is then introduced, incorporating the results of the model identification procedure. The developed model is then updated, as new data is acquired, through a Bayesian inference algorithm, explicitly addressing statistical uncertainty.Finally, the developed framework is validated with a set of reinforced concrete beams, which were loaded up to failure in laboratory.
“…Las recomendaciones holandesas relativas a las actividades industriales en general distinguen entre requisitos para los sistemas de nueva construcción y existentes, estableciendo unos límites de aceptación, r IR,adm , de 10 -6 y 10 -5 por año, respectivamente [Vrijling 2005]. Otros autores holandeses adoptan este último valor para la determinación de los índices de fiabilidad requeridos para la evaluación de las estructuras existentes [Steenbergen 2010], alineándose con la citada norma suiza destinada a los mismos fines [SIA 269 2011]. Unos desarrollos similares en la República Checa [Sykora 2013], mientras tanto, están basados en un valor r IR,adm = 10 -6 por año, en concordancia con la norma internacional [ISO 2394[ISO 1998.…”
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