Thermodynamically Consistent Model of Damage in Laminated Rocks

Oleg Izvekov; Vladimir Pavlov

doi:10.4028/www.scientific.net/KEM.592-593.129

Paper Titles

The Simulation of the Fatigue Fracture Process at Random Loading
p.113

Numerical Life Estimation of Structure Components Subjected to Hydrogen Embrittlement and Cycling
p.117

Mathematical Model of Fan-Head Shear Rupture Mechanism
p.121

Jet Theory in Microstructures
p.125

Thermodynamically Consistent Model of Damage in Laminated Rocks
p.129

Micromechanics of Discontinuities and High Porosity Bands Formation in the Unconsolidated Sedimentary Rocks
p.133

Micromechanical Modelling of Advanced Ceramics with Statistically Representative Synthetic Microstructures
p.137

Mass-Velocity Correlation in Impact Fragmentation
p.141

Modelling of Thermal Fracture of Functionally Graded/Homogeneous Bimaterial Structures under Thermo-Mechanical Loading
p.145

HomeKey Engineering MaterialsKey Engineering Materials Vols. 592-593Thermodynamically Consistent Model of Damage in...

Thermodynamically Consistent Model of Damage in Laminated Rocks

Abstract:

The phenomenological model of microcracks evolution in laminated rocks was developed under an isothermal approximation. The general form of the constitutive relations of porous media with microcracks was obtained. This form is necessary and sufficient for carrying out the principle of objectivity and the principle of thermodynamic consistency. The approximation of infinitesimal deformations of medium was investigated. The elastic potential of transversal isotropic brittle rocks was constructed. It involves latent energy of damage and terms which characterize elastic energy release due to damage evolution.

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Periodical:

Key Engineering Materials (Volumes 592-593)

Pages:

129-132

DOI:

https://doi.org/10.4028/www.scientific.net/KEM.592-593.129

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Online since:

November 2013

Authors:

Oleg Izvekov*, Vladimir Pavlov

Keywords:

Anisotropy of Strength, Damage, Laminated Rocks, Thermodynamic Consistency

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