Reliability of maintained systems subjected to wear failure mechanisms : theory and applications

Reliability of maintained systems subjected to wear failure mechanisms : theory and applications / Franck Bayle.

Today, the reliability of systems has become a major issue in most industrial applications. The theoretical approach to estimating reliability was largely developed in the 1960s for maintenance-free systems, and more recently, in the late 1990s, it was developed for maintenance-based systems. Custom...

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Bibliographic Details
Main Author: Bayle, Franck (Author)
Format: eBook
Language:English
Published: London, UK : Hoboken, NJ : ISTE Ltd ; John Wiley and Sons, Inc., 2019.
Series:Mechanical engineering and solid mechanics series.
Reliability of multiphysical systems set ; v. 8.
Subjects:
Reliability (Engineering)
System analysis.
System failures (Engineering)
Mechanical wear.
systems analysis.
wear.
TECHNOLOGY & ENGINEERING > Engineering (General)
TECHNOLOGY & ENGINEERING > Reference.
Mechanical wear
System analysis
Fiabilité.
Online Access:Click for online access
Table of Contents:
  • Cover; Half-Title Page; Title Page; Copyright Page; Contents; Foreword by Christian Moreau; Foreword by Claude Sarno; Acknowledgments; Introduction; Purpose of this book; List of Acronyms; List of Notations; 1. Reliability of Systems Without Maintenance; 1.1. Classification of systems; 1.1.1. Maintenance-free systems; 1.1.2. Systems with maintenance; 1.2. Principal quantities of reliability; 1.2.1. The probability density; 1.2.2. The probability of failure; 1.2.3. The survival function; 1.2.4. The instantaneous failure rate; 1.2.5. The mode of a distribution
  • 1.2.6. The cumulative failure rate1.2.7. Links between different functions; 1.2.8. MTTF notion; 1.2.9. Residual lifespan; 1.3. The main distributions; 1.3.1. The exponential distribution; 1.3.2. The Weibull distribution; 1.3.3. Normal distribution; 1.3.4. The log-normal distribution; 1.4. Context; 1.4.1. Theoretical basis of JESD85; 1.4.2. Problem when there are no observed failures; 1.4.3. Theoretical analysis; 1.4.4. Example of a HTOL test on integrated circuits; 2. Reliability of Systems with Maintenance; 2.1. Counting process; 2.2. Different types of maintenance
  • 2.3. Preventive maintenance2.3.1. General formulation; 2.3.2. Formulation for accidental failures; 2.3.3. Formulation for aging failures; 2.4. Corrective maintenance; 2.4.1. Hypothesis; 2.4.2. Renewal process; 2.4.3. Analytical solutions; 3. Application to Aging Mechanisms with Maintenance; 3.1. Characteristics; 3.2. Approximate solutions; 3.2.1. The stabilization time of the Rocof is very low compared to the operational period; 3.2.2. The asymptotic value of the Rocof is never reached; 3.2.3. Other cases; 3.3. Generalizations; 3.3.1. Mix of distributions; 3.3.2. Competitive mechanisms
  • 3.3.3. Serial system3.3.4. Parallel systems; 3.3.5. "K/n" redundancy systems; 3.3.6. Summary; 3.4. Impact of physical factors; 3.5. Impact of the mission profile; 3.5.1. Sedyakin's principle; 3.5.2. Physical equivalent contribution with Sedyakin's principle; 3.5.3. Case of a heterogeneous profile; 4. Impact at the Reliability Level; 4.1. Concept of MTBF; 4.2. Estimation of MTBF; 4.3. Impact of the delivery flow; 4.4. Example of a digital component with a fine engraving size; 4.4.1. Case where the Weibull shape parameter is equal to 1; 4.4.2. Case where the shape parameter is not equal to 1
  • 4.5. Application at the cost of a burn-in4.5.1. Cases where no burn-in is done; 4.5.2. Cases where a burn-in is done; 5. Application to Maintenance; 5.1. Reliability growth; 5.2. BTN maintenance "Better than New"; 5.3. WTO "Worse than Old" maintenance; 5.4. Maintenance by attrition; 5.5. Maintenance on a complete subset; 5.5.1. Cases where we replace the defective system with a new one; 5.5.2. Cases where we replace the complete system with a new one; 5.6. Systems with k/n redundancy; 5.6.1. Cases where we replace the defective system with a new one

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