Detail publikace

Weibull Fuzzy Probability Distribution for Reliability of Concrete Struktures

KARPÍŠEK, Z. ŠTĚPÁNEK, P. JURÁK, P.

Originální název

Weibull Fuzzy Probability Distribution for Reliability of Concrete Struktures

Anglický název

Weibull Fuzzy Probability Distribution for Reliability of Concrete Struktures

Jazyk

en

Originální abstrakt

Based on the fuzzy probability distribution and its properties, the paper defines the fuzzy reliability and its characteristics for the double-state probability model of object. Two fuzzy reliability models are described that are based on the Weibull fuzzy distribution. The results can be applied to determining the reliability of real objects in cases where pre-failure times are of a vague numerical type.

Anglický abstrakt

Based on the fuzzy probability distribution and its properties, the paper defines the fuzzy reliability and its characteristics for the double-state probability model of object. Two fuzzy reliability models are described that are based on the Weibull fuzzy distribution. The results can be applied to determining the reliability of real objects in cases where pre-failure times are of a vague numerical type.

Dokumenty

BibTex


@article{BUT50958,
  author="Zdeněk {Karpíšek} and Petr {Štěpánek} and Petr {Jurák}",
  title="Weibull Fuzzy Probability Distribution for Reliability of Concrete Struktures",
  annote="Based on the fuzzy probability distribution and its properties, the paper defines the
fuzzy reliability and its characteristics for the double-state probability model of object. Two fuzzy reliability models are described that are based on the Weibull fuzzy distribution. The results can be applied to determining the reliability of real objects in cases where pre-failure times are of a vague numerical type.",
  address="FSI VUT Brno",
  chapter="50958",
  institution="FSI VUT Brno",
  journal="Engineering Mechanics",
  number="5/6",
  volume="17",
  year="2011",
  month="february",
  pages="363--372",
  publisher="FSI VUT Brno",
  type="journal article - other"
}