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Mechanical Testing for Deformation Model Development Rohde RW Pages: 481       Published: 1982

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Table of Contents

Introduction
Rohde RW, Swearengen JC

Discussion


Summary
Rohde RW, Swearengen JC

The Role of Servocontrolled Testing in the Development of the Theory of Viscoplasticity Based on Total Strain and Overstress
Krempl E

Time-Independent and Time-Dependent Deformation of Metals
Alden TH

Determination of First and Second Order Work-Hardening and Rate-Sensitivity Coefficients for Oxygen-Free, High-Conductivity (OFHC) Copper and 99.99 Percent Aluminum
Christodoulou N, Jonas JJ, Canova GR

Creep of Aluminum under Combined Longitudinal and Shear Stresses
Gacougnolle JL, Peltier JF, de Fouquet J

Specimen-Test Machine Coupling and Its Implications for Plastic Deformation Models
Holbrook JH, Swearengen JC, Rohde RW

Deformation Modeling and the Strain Transient Dip Test
Jones WB, Rohde RW, Swearengen JC

Strain Hardening and Strain-Rate Hardening
Kocks UF

A Unified Creep-Plasticity Model for Halite
Krieg RD

Experimental Investigation of Nonelastic Deformation Emphasizing Transient Phenomena by Using a State Variable Approach
Alexopoulos P, Keusseyan RL, Wire GL, Li C-Y

Prediction of Deformations During Gas-Tungsten-Arc Stationary Welds
Duncan DB, Giedt WH

Some Critical Experimental Tests of the MATMOD Constitutive Equations with Respect to Directional Hardening and Cyclic Deformation
Miller AK, Ziaai-Moayyed AA

Prediction of Stress-Strain Response under General Multiaxial Loading
Garud YS

A Relationship Between Theory and Experiment for a State Variable Constitutive Equation
Stouffer DC, Bodner SR

Strain Rate History Effects in Body-Centered-Cubic Metals
Klepaczko J, Duffy J

Cyclic Stress-Strain Behavior of Inconel 718
Cook TS

A Kinetics Approach to the Derivation and Measurement of the Constitutive Equations of Time-Dependent Deformation
Krausz AS, Faucher B

The Role of Long-Range Internal Back Stresses in Creep of Metals
Nix WD, Gibeling JC, Fuchs KP

Deformation Microstructures and Mechanical Equations of State
Turner APL, Hasegawa T

Deformation Modeling in Sodium Chloride at Intermediate and Elevated Temperatures
Arieli A, Heard HC, Mukherjee AK

Inferring Microscopic Deformation Behavior from the Form of Constitutive Equations for Low-Carbon Steel and 5182-0 Aluminum
Stevenson R

Multiaxial Creep of Textured Zircaloy-4
Murty KL, Adams BL

Comparison of Predictions of Work-Hardening Theories for Two-Phase Alloys in Terms of Stored Energy: Eutectic Alloys Al-AlFe and Al-AlFe
Wolfenden A

A Deformation Model for Elevated Temperature Including Grain Size Distribution Effects
Ghosh AK, Raj R

An Evaluation of Deformation Models for Grain Boundary Sliding
Langdon TG, Vastava RB

An Elevated Temperature Fatigue Crack Model for Stainless Steels
Guinemer J-Y, Plumtree A

Index


Committee: E28
Paper ID: STP765-EB
DOI: 10.1520/STP765-EB

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0-8031-0737-4
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STP765-EB