Mathematical Modeling of Dislocation Behavior and Its Application to Crystal Plasticity Analysis
eBook - ePub

Mathematical Modeling of Dislocation Behavior and Its Application to Crystal Plasticity Analysis

  1. English
  2. ePUB (mobile friendly)
  3. Available on iOS & Android
eBook - ePub

Mathematical Modeling of Dislocation Behavior and Its Application to Crystal Plasticity Analysis

About this book

There are several textbooks and monographs on dislocations and the mechanical and physical properties of metals, but most of them discuss the topics in terms of more or less one-dimensional or scalar quantities. However, actual metallic materials are often three-dimensionally heterogeneous in their microstructure, and this heterogeneity has a significant impact on the macroscopic mechanical properties. With advances in computational technology, the complexity introduced by spatial heterogeneity in the microstructure of metals can now be explored using numerical methods. This book explains in simple terms the idea of extending the continuum mechanics theory of plastic deformation of crystals to three-dimensional analysis and applying it to the analysis of more realistic models of metal microstructures. This book links solid mechanics and materials science by providing clear physical pictures and mathematical models of plastic slip deformation and the accumulation of dislocations and atomic vacancies in metallic materials. Both monotonic and cyclic loading cases are considered. 

 

Information

Publisher
Springer
Year
2023
Print ISBN
9783031378928
eBook ISBN
9783031378935

Table of contents

  1. Cover
  2. Front Matter
  3. 1.Ā Introduction
  4. 2.Ā Plastic Shear Strain and Dislocation Movement
  5. 3.Ā Dislocation Accumulation Due to Plastic Slip
  6. 4.Ā Models for the Critical Resolved Shear Stress
  7. 5.Ā Generation of Atomic Vacancies by Dislocation Pair Annihilation
  8. 6.Ā Mathematical Framework of Crystal Plasticity Analysis Constructed by Hill and Implementation of Dislocation Models
  9. 7.Ā An Example of Analysis: Tension–Compression Straining of a FCC Single Crystal Plate and Bauschinger Effect
  10. Back Matter

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Yes, you can access Mathematical Modeling of Dislocation Behavior and Its Application to Crystal Plasticity Analysis by Tetsuya Ohashi in PDF and/or ePUB format, as well as other popular books in Technology & Engineering & Applied Mathematics. We have over 1.5 million books available in our catalogue for you to explore.