The Markovian Approach for Probabilistic Life-Cycle Assessment of Existing Structures
The reliability of structural systems, lying in aggressive environments, changes over time. Proper maintenance is usu- ally required to achieve a suitable performance level of life-cycle. The damage process affecting the systems often suf- fers from uncertainty due to the randomness involved in each...
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Veröffentlicht in: | Applied mathematics (Irvine, Calif.) Calif.), 2012-12, Vol.3 (12), p.2080-2088 |
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Sprache: | eng |
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Zusammenfassung: | The reliability of structural systems, lying in aggressive environments, changes over time. Proper maintenance is usu- ally required to achieve a suitable performance level of life-cycle. The damage process affecting the systems often suf- fers from uncertainty due to the randomness involved in each environmental attack. Therefore, basing on suitable dam- age modeling as well as on probabilistic analysis, the main features of time-variant deterioration process are modeled and then the life-cycle is assessed. On the basis of Markov renewal theory (MRT), this paper proposes a combined ap- proach using an appropriate time dependent damage model and probabilistic analysis. Since repairing deteriorated structures requires the arrangement of maintenance strategies, possible selective maintenance scenarios have to be con- sidered. Referring to the relationship between MRT and an appropriate condition index, some repair strategies have been proposed and compared with each other. Those strategies are applied just to seriously deteriorated members. Fur- thermore selective maintenance benefits are economically investigated. |
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ISSN: | 2152-7385 2152-7393 |
DOI: | 10.4236/am.2012.312A287 |