El curva de bañera is a graphical model illustrating three phases of a product’s life in terms of failure rate. It starts with a high but decreasing ‘infant mortality’ rate, followed by a low, constant ‘useful life’ rate, and concludes with an increasing ‘wear-out’ rate. MTBF calculations using a constant failure rate ([latex]\lambda[/latex]) are typically only valid during the central ‘useful life’ phase.
The Bathtub Curve
The bathtub curve provides a more nuanced view of reliability than a single, constant failure rate. The three distinct phases are:
1. Infant Mortality (or Early Life Failures): This initial period is characterized by a high failure rate that decreases over time. Failures are often due to fabricación defects or installation errors. To mitigate this, manufacturers often perform ‘burn-in’ testing, operating products under stress to weed out weak units before they reach the customer.
2. Useful Life (or Random Failures): This is the longest phase, where the failure rate is low and relatively constant. Failures are considered random and unpredictable. The exponential distribution and the simple MTBF formula ([latex]MTBF = 1/\lambda[/latex]) are most applicable here.
3. Wear-Out: In this final phase, the failure rate begins to increase as components start to degrade and fail due to aging, fatigue, or corrosion. This is the basis for preventive maintenance, where components are replaced before they are expected to enter this high-failure-rate period, ensuring continued system reliability.
Understanding which phase a system is in is crucial for making correct maintenance and replacement decisions.
Tipo
Disruption
Utilización
Precursors
- actuarial life tables used in insurance
- weibull distribution analysis, developed by waloddi weibull
- studies on material fatigue and aging
- statistical quality control methods
Aplicaciones
- warranty period determination for consumer products
- burn-in testing for electronic components to screen out early failures
- preventive maintenance scheduling to replace parts before they enter the wear-out phase
- asset lifecycle management
Patentes:
Potential Innovations Ideas
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Historical Context
The Bathtub Curve
(if date is unknown or not relevant, e.g. "fluid mechanics", a rounded estimation of its notable emergence is provided)
Related Invention, Innovation & Technical Principles