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Reliability

Probability that a piece of equipment operates without failure during a defined period under specified conditions. Expressed as R(t) = e^(−λt) for exponential distribution, or via the Weibull distribution for complex failure patterns. Higher MTBF = greater reliability. Standard: IEC 60300. Applied in aviation, nuclear, petrochemical and critical manufacturing for risk analysis and maintenance strategy design.

What you need to know

  • Probability that a piece of equipment operates without failure during a defined period under specified conditions.
  • Expressed as R(t) = e^(−λt) for exponential distribution, or via the Weibull distribution for complex failure patterns.
  • Higher MTBF = greater reliability.
  • Standard: IEC 60300.
  • Applied in aviation, nuclear, petrochemical and critical manufacturing for risk analysis and maintenance strategy design.

Full definition

Probability that a piece of equipment operates without failure during a defined period under specified conditions. Expressed as R(t) = e^(−λt) for exponential distribution, or via the Weibull distribution for complex failure patterns. Higher MTBF = greater reliability. Standard: IEC 60300. Applied in aviation, nuclear, petrochemical and critical manufacturing for risk analysis and maintenance strategy design.

Suppliers of maintenance products in Mexico

Applicable standards

IEC 60300.