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Preface
by Xiaobin Le
Reliability-Based Mechanical Design, Volume 2
Preface
Introduction and Cyclic Loading Spectrum
Introduction
Cyclic Loading Spectrum
References
Exercises
Reliability of a Component under Cyclic Load
Introduction
Fatigue Damage Mechanism
Fatigue Test, S-N Curve, and Material Endurance Limit
The Marin Modification Factors
The Effect of Mean Stress
The Fatigue Stress Concentration Factor
Reliability of a Component with an Infinite Life (1/2)
Reliability of a Component with an Infinite Life (2/2)
Reliability of a Component by the P-S-N Curves Approach
The Material P-S-N Curves
The Component P-S-N Curves
Reliability of a Component under Model #1 Cyclic Loading Spectrum (1/2)
Reliability of a Component under Model #1 Cyclic Loading Spectrum (2/2)
Reliability of a Component under Model #2 Cyclic Loading Spectrum
Reliability of a Component under Model #3 Cyclic Loading Spectrum
Reliability of a Component under Model #4 Cyclic Loading Spectrum
Reliability of a Component under Model #5 Cyclic Loading Spectrum (1/2)
Reliability of a Component under Model #5 Cyclic Loading Spectrum (2/2)
Reliability of a Component under Model #6 Cyclic Loading Spectrum
The Reliability of a Component with P-S-N Curves by the Monte Carlo Method
The Probabilistic Fatigue Damage Theory (the K-D Model)
Introduction
The Material Fatigue Strength Index K_0
The Component Fatigue Strength Index K
The Component Fatigue Damage Index D
The Probabilistic Fatigue Damage Theory (the K-D Model)
Reliability of a Component under Cyclic Axial Loading
Reliability of a Component under Cyclic Direct Shearing Loading
Reliability of a Shaft under Cyclic Torsion Loading
Reliability of a Beam under Cyclic Bending Loading
Reliability of a Component under Cyclic Combined Loading
Reliability of a Component with the K-D Model by the Monte Carlo Method
The Comparison of Results by the K-D Model with the Results by the P-S-N Curves (1/2)
The Comparison of Results by the K-D Model with the Results by the P-S-N Curves (2/2)
Summary
References
Exercises (1/2)
Exercises (2/2)
The Dimension of a Component with Required Reliability
Introduction
Dimension Design with Required Reliability
Limit State Function and Preliminary Design
Dimension Design by the FOSM Method (1/2)
Dimension Design by the FOSM Method (2/2)
Dimension Design by the Modified H-L Method (1/2)
Dimension Design by the Modified H-L Method (2/2)
Dimension Design by the Modified R-F Method (1/2)
Dimension Design by the Modified R-F Method (2/2)
Dimension Design by the Modified Monte Carlo Method (1/2)
Dimension Design by the Modified Monte Carlo Method (2/2)
Dimension of a Component with Required Reliability under Static Loading
Introduction
Component under Static Axial Loading
Component under Static Direct Shearing
Shaft under Static Torsion Loading
Beam under Static Bending Moment
Component under Static Combined Loading (1/2)
Component under Static Combined Loading (2/2)
Dimension of a Component with Required Reliability under Cyclic Loading Spectrum
Introduction
Component with an Infinite Fatigue Life
Rod under Cyclic Axial Loading Spectrum
Pin under Cyclic Direct Shearing Loading Spectrum
Shaft under Cyclic Torsion Loading Spectrum
Beam under Cyclic Bending Loading Spectrum (1/2)
Beam under Cyclic Bending Loading Spectrum (2/2)
Component under Cyclic Combined Loading Spectrum
Summary
References
Exercises
Computational Methods for the Reliability of a Component
The Hasofer–Lind (H-L) method
The Rackwitz and Fiessler (R-F) method
The Monte Carlo method
References
Samples of MATLAB® Programs
The H-L Method for Example 2.6
The R-F Method for Example 2.7
The Monte Carlo Method for Example 2.8
The M-H-L Method for Example 3.3
The M-R-F Program for Example 3.5
The Modified Monte Carlo Method for Example 3.7
Author's Biography
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