Reliability engineering and services
Offers a holistic approach to guiding product design, manufacturing, and after-sales support as the manufacturing industry transitions from a product-oriented model to service-oriented paradigm This book provides fundamental knowledge and best industry practices in reliability modelling, maintenanc...
Otros Autores: | |
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Formato: | Libro electrónico |
Idioma: | Inglés |
Publicado: |
Hoboken, New Jersey ; Chichester, West Sussex, England :
Wiley
2019.
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Edición: | First edition |
Colección: | THEi Wiley ebooks.
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Materias: | |
Ver en Biblioteca Universitat Ramon Llull: | https://discovery.url.edu/permalink/34CSUC_URL/1im36ta/alma991009631487406719 |
Tabla de Contenidos:
- Cover
- Title Page
- Copyright
- Contents
- Series Editor's Foreword
- Preface
- Acknowledgement
- About the Companion Website
- Chapter 1 Basic Reliability Concepts and Models
- 1.1 Introduction
- 1.2 Reliability Definition and Hazard Rate
- 1.2.1 Managing Reliability for Product Lifecycle
- 1.2.2 Reliability Is a Probabilistic Measure
- 1.2.3 Failure Rate and Hazard Rate Function
- 1.2.4 Bathtub Hazard Rate Curve
- 1.2.5 Failure Intensity Rate
- 1.3 Mean Lifetime and Mean Residual Life
- 1.3.1 Mean‐Time‐to‐Failure
- 1.3.2 Mean‐Time‐Between‐Failures
- 1.3.3 Mean‐Time‐Between‐Replacements
- 1.3.4 Mean Residual Life
- 1.4 System Downtime and Availability
- 1.4.1 Mean‐Time‐to‐Repair
- 1.4.2 System Availability
- 1.5 Discrete Random Variable for Reliability Modeling
- 1.5.1 Bernoulli Distribution
- 1.5.2 Binomial Distribution
- 1.5.3 Poisson Distribution
- 1.6 Continuous Random Variable for Reliability Modeling
- 1.6.1 The Uniform Distribution
- 1.6.2 The Exponential Distribution
- 1.6.3 The Weibull Distribution
- 1.6.4 The Normal Distribution
- 1.6.5 The Lognormal Distribution
- 1.6.6 The Gamma Distribution
- 1.7 Bayesian Reliability Model
- 1.7.1 Concept of Bayesian Reliability Inference
- 1.7.2 Bayes Formula
- 1.8 Markov Model and Poisson Process
- 1.8.1 Discrete Markov Model
- 1.8.2 Birth-Death Model
- 1.8.3 Poisson Process
- References
- Chapter 2 Reliability Estimation with Uncertainty
- 2.1 Introduction
- 2.2 Reliability Block Diagram
- 2.3 Series Systems
- 2.3.1 Reliability of Series System
- 2.3.2 Mean and Variance of Reliability Estimate
- 2.4 Parallel Systems
- 2.4.1 Reliability of Parallel Systems
- 2.4.2 Mean and Variance of Reliability Estimate
- 2.5 Mixed Series and Parallel Systems
- 2.5.1 Series-Parallel System
- 2.5.2 Parallel-Series System
- 2.5.3 Mixed Series-Parallel System.
- 2.6 Systems with k‐out‐of‐n:G Redundancy
- 2.6.1 Reliability for Hot‐Standby Redundant Systems
- 2.6.2 Application to Data Storage Systems
- 2.7 Network Systems
- 2.7.1 Edge Decomposition
- 2.7.2 Minimum Cut Set
- 2.7.3 Minimum Path Set
- 2.7.4 Linear‐Quadratic Approximation to Terminal‐Pair Reliability
- 2.7.5 Moments of Terminal‐Pair Reliability Estimate
- 2.8 Reliability Confidence Intervals
- 2.8.1 Confidence Interval for Pass/Fail Tests
- 2.8.2 Confidence Intervals for System Reliability
- 2.9 Reliability of Multistate Systems
- 2.9.1 Series or Parallel Systems with Three‐State Components
- 2.9.2 Universal Generating Function
- 2.10 Reliability Importance
- 2.10.1 Marginal Reliability Importance
- 2.10.2 Joint Reliability Importance Measure
- 2.10.3 Integrated Importance Measure for Multistate System
- 2.10.4 Integrated Importance Measure for System Lifetime
- References
- Chapter 3 Design and Optimization for Reliability
- 3.1 Introduction
- 3.2 Lifecycle Reliability Optimization
- 3.2.1 Reliability-Design Cost
- 3.2.2 Reliability-Manufacturing Cost
- 3.2.3 Minimizing Product Lifecycle Cost
- 3.3 Reliability and Redundancy Allocation
- 3.3.1 Reliability Allocation for Cost Minimization
- 3.3.2 Reliability Allocation under Cost Constraint
- 3.3.3 Redundancy Allocation for Series System
- 3.3.4 Redundancy Allocation for k‐out‐of‐n Subsystems
- 3.4 Multiobjective Reliability-Redundancy Allocation
- 3.4.1 Pareto Optimality
- 3.4.2 Maximizing Reliability and Minimizing Variance
- 3.4.3 Numerical Experiment
- 3.5 Failure‐in‐Time Based Design
- 3.5.1 Component Failure Rate Estimate
- 3.5.2 Component with Life Data
- 3.5.3 Components without Life Data
- 3.5.4 Non‐component Failure Rate
- 3.6 Failure Rate Considering Uncertainty
- 3.6.1 Temperature Variation
- 3.6.2 Electrical Derating Variation.
- 3.7 Fault‐Tree Method
- 3.7.1 Functional Block Diagram
- 3.7.2 Fault‐Tree Analysis
- 3.8 Failure Mode, Effect, and Criticality Analysis
- 3.8.1 Priority Risk Number
- 3.8.2 Criticality Analysis
- 3.9 Case Study: Reliability Design for Six Sigma
- 3.9.1 Principle of Design for Six Sigma
- 3.9.2 Implementation of Printed Circuit Board Design
- References
- Chapter 4 Reliability Growth Planning
- 4.1 Introduction
- 4.2 Classification of Failures
- 4.3 Failure Mode Types
- 4.4 No Fault Found (NFF) Failures
- 4.4.1 The Causes of NFF
- 4.4.2 The Impact of NFF
- 4.4.2.1 Equipment Level of Support
- 4.4.2.2 At the Repair Shop Level of Support
- 4.4.2.3 In Spare Parts Inventory and Supply Chain
- 4.5 Corrective Action Effectiveness
- 4.5.1 Engineering Change Order Versus Retrofit
- 4.5.2 Corrective Action Effectiveness
- 4.6 Reliability Growth Model
- 4.6.1 Duane Postulate
- 4.6.2 Power Law Model
- 4.6.3 Trend Test Statistics
- 4.6.4 Bounded Failure Intensity Model
- 4.6.5 Bayesian Projection Model
- 4.7 Reliability Growth and Demonstration Test
- 4.7.1 Optimal Reliability Growth Test
- 4.7.2 Reliability Demonstration Test
- 4.7.2.1 Cumulative Binomial
- 4.7.2.2 Exponential Chi‐Squared
- 4.8 Lifecycle Reliability Growth Planning
- 4.8.1 Reliability Growth of Field Systems
- 4.8.2 Prediction of Latent Failure Modes
- 4.8.3 Allocation of Corrective Action Resource
- 4.9 Case Study
- 4.9.1 Optimizing Reliability Growth Test of Diesel Engines
- 4.9.2 Multiphase Reliability Growth Strategy
- References
- Chapter 5 Accelerated Stress Testing and Economics
- 5.1 Introduction
- 5.2 Design of Accelerated Stress Test
- 5.2.1 HALT, HASS, and ESS
- 5.2.2 Types of Accelerating Stresses
- 5.2.2.1 Environmental Stresses
- 5.2.2.2 Electrical Stress
- 5.2.2.3 Mechanical Stress
- 5.2.2.4 Chemical Stress.
- 5.2.3 Stress Profiling
- 5.3 Scale Acceleration Model and Usage Rate
- 5.3.1 Exponential Accelerated Failure Time Model
- 5.3.2 Weibull AFT Models
- 5.3.3 Lognormal AFT Models
- 5.3.4 Linear Usage Acceleration Model
- 5.3.5 Miner's Rule under Cyclic Loading
- 5.4 Arrhenius Model
- 5.4.1 Accelerated Life Factor
- 5.4.2 Other Units for Activation Energy
- 5.5 Eyring Model and Power Law Model
- 5.5.1 Eyring Model
- 5.5.2 Inverse Power Law Model
- 5.6 Semiparametric Acceleration Models
- 5.6.1 Proportional Hazard Model
- 5.6.2 PH Model with Weibull Hazard Rate
- 5.6.3 Logistic Regression Model
- 5.6.4 Log‐Logistic Regression Model
- 5.7 Highly Accelerated Stress Screening Testing
- 5.7.1 Reliability with HASS Versus Non‐HASS
- 5.7.2 Financial Justification of HASS
- 5.8 A Case Study for HASS Project
- 5.8.1 DMAIC in Six Sigma Reliability Program
- 5.8.2 Define - Financial Analysis and Project Team
- 5.8.2.1 Financial Analysis
- 5.8.2.2 Forming a Cross‐Functional Team
- 5.8.3 Measure - Infant Mortality Distribution
- 5.8.4 Analyze - Root Cause of Early Failures
- 5.8.5 Improve - Action Taken
- 5.8.6 Control - Monitoring and Documentation
- References
- Chapter 6 Renewal Theory and Superimposed Renewal
- 6.1 Introduction
- 6.2 Renewal Integral Equation
- 6.2.1 Overview of Renewal Solution Methods
- 6.2.2 Generic Renewal Function
- 6.2.3 Renewal in Laplace Transform
- 6.2.4 Geometric and Geometric‐Type Renewal
- 6.2.5 Generalized Renewal Process
- 6.3 Exponential and Erlang Renewal
- 6.3.1 Exponential Renewal
- 6.3.2 Erlang Renewal
- 6.4 Generalized Exponential Renewal
- 6.4.1 Generalized Exponential Distribution
- 6.4.2 Renewal in Laplace Transform
- 6.4.3 Inverse Laplace Transform
- 6.5 Weibull Renewal with Decreasing Failure Rate
- 6.5.1 Approximation by Mixed Exponential Functions.
- 6.5.2 Laplace and Inverse Laplace Transform
- 6.6 Weibull Renewal with Increasing Failure Rate
- 6.6.1 Transient Renewal Function
- 6.6.2 Approximation without Oscillation
- 6.6.3 Approximation with Oscillation
- 6.7 Renewal under Deterministic Fleet Expansion
- 6.7.1 Superimposed Exponential Renewal
- 6.7.2 Superimposed Erlang Renewal
- 6.7.3 Lead‐Time Renewal
- 6.8 Renewal under Stochastic Fleet Expansion
- 6.8.1 Aggregate Exponential Renewal
- 6.8.2 Lead‐Time Renewal
- 6.9 Case Study
- 6.9.1 Installed Base of Wind Turbines in the USA
- 6.9.2 Spare Parts Prediction under Fleet Expansion
- References
- Chapter 7 Performance‐Based Maintenance
- 7.1 Introduction
- 7.2 Corrective Maintenance
- 7.2.1 Classification of Maintenance Policy
- 7.2.2 Corrective Maintenance Management
- 7.3 Preventive Maintenance
- 7.3.1 Block Replacement
- 7.3.2 Age‐Based Replacement
- 7.4 Condition‐Based Maintenance
- 7.4.1 Principle of Condition‐Based Maintenance
- 7.4.2 Proportional Hazard Model
- 7.4.3 Gamma Degradation Process
- 7.4.4 Stationary Gamma Degradation Process
- 7.5 Inverse Gaussian Degradation Process
- 7.5.1 Distribution of Inverse Gaussian Process
- 7.5.2 Probability Density Function of First Passage Time
- 7.6 Non‐Stationary Gaussian Degradation Process
- 7.6.1 The Degradation Model
- 7.6.2 Hypothesis Testing
- 7.6.3 Estimation of Remaining Useful Life
- 7.7 Performance‐Based Maintenance
- 7.7.1 The Rise of Performance‐Driven Service
- 7.7.2 Procedures for PBM Implementation
- 7.7.3 Five Overarching Performance Measures
- 7.7.4 Reliability and MTBF Considering Usage Rate
- 7.7.5 Operational Availability under Corrective Maintenance
- 7.7.6 Operational Availability under Preventive Maintenance
- 7.8 Contracting for Performance‐Based Logistics
- 7.8.1 Incentive Payment Schemes.
- 7.8.2 Game‐Theoretic Contracting Model.