Plasticity of Metallic Materials 1st Edition by Oana Cazacu, Benoit Revil Baudard ISBN 0128179848 978-0128179840

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ISBN 10: 0128179848
ISBN 13: 978-0128179840
Author: Oana Cazacu, Benoit Revil Baudard

Plasticity of Metallic Materials presents a rigorous framework for description of plasticity phenomena, classic and recent models for isotropic and anisotropic materials, new original analytical solutions to various elastic/plastic boundary value problems and new interpretations of mechanical data based on these recent models. The book covers models for metals with both cubic and hexagonal crystal structures, presents the mechanical tests required to determine the model parameters, various identification procedures, verification, and validation tests, and numerous applications to metal forming.

• Outlines latest research on plastic anisotropy and its role in metal forming
• Presents characterization and validation tests for metals with various crystal structures
• Compares the predictive capabilities of various models for a variety of loadings

Plasticity of Metallic Materials 1st Table of contents:

1. Constitutive framework

Abstract

1.1 Introduction

1.2 Historical notes on the theory of plasticity

1.3 Ideal plasticity

1.4 Time-integration algorithm for stress-based elastic/plastic constitutive models

References

2. Yield criteria for isotropic materials

Abstract

2.1 General mathematical form of the yield function of an isotropic material

2.2 Yield criterion of von Mises

2.3 Tresca yield criterion

2.4 Yield criteria depending on J2J2 and J3J3

2.5 Non-quadratic isotropic yield criteria in terms of the eigenvalues of the stress deviator

2.6 Influence of the yielding characteristics on the size of the plastic zone near a crack in a thin sheet loaded in tension

2.7 Yield criteria for fully dense isotropic metallic materials showing asymmetry between tension and compression

References

3. Yield criteria for anisotropic materials

Abstract

3.1 Material symmetries and invariance requirements

3.2 Generalized invariants approach

3.3 Yield criteria for single crystals

3.4 Yield criteria for anisotropic polycrystalline metallic materials with the same response in tension and compression

3.5 Combined effects of tension–compression asymmetry and anisotropy on yielding of pressure-insensitive textured metallic materials

3.6 Influence of plastic anisotropy on the inception of localization bands under tensile loading: new analytical expressions for the band orientations

References

4. Experimental characterization and modeling of metallic materials with cubic crystal structure

Abstract

4.1 Aluminum alloy AA 3104

4.2 Polycrystalline molybdenum

4.3 Mild steel DC06

4.4 High-strength steel SAPH440

References

5. Experimental characterization and modeling of metallic materials with hexagonal closed-packed structure

Abstract

5.1 Titanium and its alloys

5.2 Magnesium alloys

References

6. Elastic/plastic behavior of metallic materials in torsion and bending

Abstract

6.1 Elastic/plastic behavior of isotropic materials in torsion

6.1.2 Elastic/plastic solution for materials with yielding governed by the von Mises and Drucker (1949) yield criterion

6.1.3 Elastic/plastic solution for materials displaying tension–compression asymmetry

6.2 Combined axial torsion loading of isotropic materials

6.3 Elastic/plastic behavior of orthotropic materials under torsion and combined axial-torsion loadings

6.4 Combined axial-torsion loadings: F.E. results on high-purity hcp-Ti

6.5 Bending of prismatic beams

6.6 Combined effects of anisotropy and tension–compression asymmetry on the response in bending of hcp metals

References

7. Forming of materials with cubic crystal structure

Abstract

7.1 Introduction

7.2 Cup drawing of a DC06 steel alloy

7.3 Cup drawing and springback simulations of a SAPH440 high-strength steel sheet

7.4 Cup drawing of an AA 6111-T4 alloy

7.5 Fully drawn cup of an AA 5042-H2 alloy

7.6 Discussion

References

8. Forming of titanium materials

Abstract

8.1 Introduction

8.2 Stretch forming under fluid pressure

8.3 Cold forming of commercial purity hcp titanium T40

8.4 Deep drawing of a Ti6Al4V alloy

8.5 Discussion

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Tags: Oana Cazacu, Benoit Revil Baudard, Metallic Materials