Statistical Meso-Mechanics of Damage and Failure : How Microdamage Induces Disaster : Series Publication of Multiscale Mechanics / Yilong Bai, Mengfen Xia, Fujiu Ke.
Bai, Yilong.; Xia, Mengfen.; Ke, Fujiu.
2019
HV551.2
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Title
Statistical Meso-Mechanics of Damage and Failure : How Microdamage Induces Disaster : Series Publication of Multiscale Mechanics / Yilong Bai, Mengfen Xia, Fujiu Ke.
Author
Bai, Yilong.
ISBN
9789813291928 (electronic book)
9813291923 (electronic book)
9789813291911
DOI
https://doi.org/10.1007/978-981-32-9
Publication Details
Singapore : Springer, 2019.
Language
English
Description
1 online resource (508 pages)
Item Number
10.1007/978-981-32-9
Call Number
HV551.2
Dewey Decimal Classification
353.9/5
Summary
This book introduces a trans-scale framework necessary for the physical understanding of breakdown behaviors and presents some new paradigm to clarify the mechanisms underlying the trans-scale processes. The publication of this book based on the interaction of mechanics and statistical physics can help to deepen the understanding of how microdamage induces disaster and benefit the forecasting of the occurrence of catastrophic rupture. The readers of the book would be graduate students, researchers, engineers working on civil, mechanical and geo-engineering, etc. However, people with various background but interested in disaster reduction and forecasting, like applied physics, geophysics, seismology, etc., may also be interested in the book.
Bibliography, etc. Note
Includes bibliographical references and indexes.
Access Note
Access limited to authorized users.
Source of Description
Description based on print version record.
Added Author
Xia, Mengfen.
Ke, Fujiu.
Available in Other Form
Statistical Meso-Mechanics of Damage and Failure: How Microdamage Induces Disaster
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Introduction:Damage and failure of heterogeneous media: basic features and common characteristics.-Framework of statistical meso-mechanics: why and how statistical meso-mechanics is
Mathematical essentials in statistical meso-mechanics
Part A Quasi-statically Statistical Evolution of Deformation and Damage in Media with Mesoscopic Heterogeneities:Coupled average (CA)
Elastic and statistically-brittle (ESB) constitutive model,Global mean field (GMF) approximation
Continuous bifurcation and localization of deformation,Regional mean field (RMF) approximation
Size effect
Experimental issues related to statistical meso-mechanics
Numerical issues related to heterogeneous meso-elements
Application to failure wave (one-dimensional strain state)
Application to metal foams
Application to concrete under bi-axial compression
Part B Time-Dependent Processes of Micro-damage Population: Background and methodology
Fundamental equation of microdamage evolution
General solution to evolution of microdamage number density
Closed formulation of continuum damage based on microdamage evolution
Deborah number and its significance in the evolution of microdamage
Spallation – tensile failure resulting from microcracks under stress waves
Short fatigue cracks
More cases of time-dependent processes related to microdamage
Brief summary of Part B
Part C Critical Catastrophe: Evolution induced catastrophe (EIC)
Energy transfer and catastrophe considering damage localization
Sample specificity and Trans-scale Sensitivity
Critical Sensitivity and power-law singularity of catastrophe
Great earthquake: the catastrophic rupture in Earths Crust
Perspective.

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