Continuum micromechanics : theory and application to multiscale tectonics / Dazhi Jiang.
Jiang, Dazhi, author.
2023
QE601.3.M38
Available Online

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Title
Continuum micromechanics : theory and application to multiscale tectonics / Dazhi Jiang.
Author
Jiang, Dazhi, author.
ISBN
9783031233135 (electronic bk.)
3031233131 (electronic bk.)
9783031233128
3031233123
DOI
https://doi.org/10.1007/978-3-031-23313-5
Published
Cham : Springer, [2023]
Copyright
©2023
Language
English
Description
1 online resource (xxi, 416 pages) : illustrations (some color).
Item Number
10.1007/978-3-031-23313-5 doi
Call Number
QE601.3.M38
Dewey Decimal Classification
551.801/51118
Summary
The book integrates theory, numerical methods, and practical applications seamlessly. MATLAB and MathCad programs are provided for readers to master the theory, understand the approach, and to further develop and apply the methods to geological problems. Multiscale and multi-physics investigations of Earth and planetary processes have been an active trend of research in Earth Sciences, thanks to the development of scientific computation and computer software and hardware. Based on the author's research and teaching over the past 15 years, the book stands alone as the first comprehensive text in unifying fundamental continuum micromechanics theory, geometric/kinematic analysis, and applications. The book should appeal to a broad audience of students and researchers, particularly those in the fields of structural geology, tectonics, (natural and experimental) rock deformation, mineral physics and rheology, and numerical modeling of multiscale and coupling processes.
Bibliography, etc. Note
Includes bibliographical references.
Access Note
Access limited to authorized users.
Source of Description
Online resource; title from PDF title page (SpringerLink, viewed March 15, 2023).
Series
Springer geophysics. 2364-9127
Available in Other Form
Print version: 9783031233128
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Chapter 1. Background, Mathematic Preliminaries and Notations
Chapter 2. Orientation of Fabric Elements
Chapter 3. Stress, Strain, and Elasticity
Chapter 4. Deformation: Strain and Rotation
Chapter 5. Flow: Strain Rate and Vorticity
Chapter 6. Flow and Finite Deformation in Tabular Zones
Chapter 7. Constitutive Equations
Chapter 8. Rotation of Rigid Objects in Homogeneous Flows
Chapter 9. Further Analysis of Spheroids in Simple Shearing Flows
Chapter 10. Eshelby’s Inclusion and Inhomogeneity Problem
Chapter 11. Viscous Inclusions in Anisotropic Materials
Chapter 12. Two-Dimensional Inclusion Problems
Chapter 13. Effective Stiffnesses of Heterogeneous Materials
Chapter 14. Application Example 1: An Elastic Prolate Object in a Viscous Matrix
Chapter 15. Application Example 2: A Penny-Shaped Viscous Inclusion in an Elastic Matrix
Chapter 16. Application Example 3: Deformation around a Heterogeneity: Flanking Structures
Chapter 17. Generalization of Eshelby's Formalism and a Self-Consistent Model for Multiscale Rock Deformation.

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