Creep Fatigue Models of Composites and Nanocomposites 1st Edition by Leo Razdolsky ISBN 9781032213019 1032213019

Creep Fatigue Models of Composites and Nanocomposites 1st Edition by Leo Razdolsky – Ebook PDF Instant Download/Delivery: 9781032213019 ,1032213019
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ISBN 10: 1032213019
ISBN 13: 9781032213019
Author: Leo Razdolsky

Creep Fatigue Models of Composites and Nanocomposites 1st Edition Table of contents:

Chapter 1 Introduction and Assumptions

1.1 Introduction

1.2 Fatigue curve and endurance limit

1.3 Creep-fatigue process under cyclically changing strain

1.4 The concept of effective stresses

1.5 Use of scalar internal variable to quantify damage

1.6 The scalar measure of damage

1.7 Strength as endurance limit of composites and nanocomposites

1.8 Continuous damage accumulation model

1.9 Damage accumulation function for composites

1.10 Paris’ Law and Miner’s Rule

1.11 The Bergman-Milton theory

1.12 Failure criteria

1.13 The Bergman-Milton theory

Exponential Model of viscosity

Arrhenius model

Williams-Landel-Ferry model

1.14 Failure criteria

Haskin’s failure theory

1.15 Principle of stress equivalence

1.16 Standard linear model

Calculated values of DEQ variables

Differential equations

Explicit equations

Differential equations

Explicit equations

Differential equations

Calculated values of DEQ variables

Differential equations

Explicit equations

1.16a Standard Linear Model with different viscosity – temperature relationships

Arrhenius model

1.17 Temperature effect on viscosity

1.18 Viscosity of dispersed systems

Differential Equation for Standard Linear Model:

Differential equations

Differential equations

Damage Function

References

Chapter 2 Cumulative Damage Model (CDM) of Cyclic Creep-Fatigue Process

2.1 Introduction

2.2 The concept of effective stress

2.3 Classification of composite materials

2.4 Objectives of this research

2.5 Cyclic loading types

Mean stress correction

Strain life analysis, theory

Basquin-Coffin-Mansons law

2.6 Creep-fatigue constitutive model with cumulative damage law

2.7 Proposed constitutive model of the creep-fatigue process

Dispersed Composites and Nanocomposites

2.8 Analytical formulas for S – N fatigue curves

Differential equations

Explicit equations

Differential equations

Differential equations

Differential equations

Differential equations

Differential equations

Differential equations

Differential equations

References

Chapter 3 Phenomenological Creep-Fatigue Models

3.1 Introduction

3.2 Effect of temperature – time relationships on creep-fatigue behavior of composites

Differential equations

Explicit equations

Differential equations

Explicit equations

Differential equations

3.3 Effect of chemical energy on cyclic creep-fatigue process

3.3.1 Chemical kinetic effect on nanocomposites creep-fatigue process

Differential equations

Differential equations

3.4 Nanocomposite material under cyclic creep-fatigue conditions

Nucleation function (parameters)

Cluster developments with rising temperature

Chemical reaction effect

3.5 Viscosity change effect at high temperature

Differential equations

3.6 Analytical expression of crystallization function f3

Differential equations

3.8 Effect of increase in frequency ‘p’

References

Chapter 4 Peculiarities of Phenomenological Models of Nanocomposites

4.1 Introduction

4.2 The concept of effective stresses

4.3 Creep-fatigue behavior of nanocomposites

4.4 Defining the damaged medium mechanics

References

Chapter 5 Probabilistic Approach to Creep-Fatigue Models

5.1 Introduction

5.2 Creep-fatigue process under periodic loads

5.3 Continuum damage mechanics and durability of composites

5.4 Damage function ω and decrease of cross section area

5.5 “Forward” and “Reversed” probabilistic problem

5.6 Phenomenological models of creep-fatigue of composites

5.7 Failure criteria

5.7.1 Maximum stress theory

5.7.2 Haskin’s failure theory

5.8 Specifics of constitutive equation of creep-fatigue of composites

5.9 Effect of high temperature on fatigue curves (S – Nf)

5.10 Examples

5.11 Probabilistic approach for creep-fatigue model of composites

5.11.1 Main assumptions

5.11.2 Continuum damage and temperature effects on the probabilistic approach

5.12 Examples

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Tags: Leo Razdolsky, Creep Fatigue, Composites, Nanocomposites