Fracture Laws for Simulating Compressive Fracture in Lattice-Type Models

Jan G.M. van Mier

doi:10.4028/www.scientific.net/MSF.706-709.1550

Paper Titles

Evaluation of the Effects of Inclusion Distribution on the Local Ductility of DP Steel
p.1527

3D FEM Modelling and Experimental Verification of the Rolls Wear during the Bar Rolling Process
p.1533

Aluminum Hydride Clusters as Hydrogen Storage Materials and their Electronic Stress Tensor Analysis
p.1539

Atomistic Simulation of Stress-Induced Grain Boundary Diffusion: For Tin-Whisker Problem
p.1545

Fracture Laws for Simulating Compressive Fracture in Lattice-Type Models
p.1550

Modeling of the Steel Flow and Non-Metallic Inclusion Separation due to Flotation in a Six-Strand cc Tundish
p.1556

Ferrite Transformation Kinetics of Severely Hot-Deformed Austenite
p.1562

Effect of Grain Size on the Hydrogen Diffusion Process in Steel Using Cellular Automaton Approach
p.1568

The Solute Drag Model to Calculate Grain Growth Rate at High Temperatures in Carbon Steels
p.1574

HomeMaterials Science ForumMaterials Science Forum Vols. 706-709Fracture Laws for Simulating Compressive Fracture...

Fracture Laws for Simulating Compressive Fracture in Lattice-Type Models

Abstract:

The paper explores possible fracture laws that can be used in meso-level lattice-typemodels for simulating the behaviour of cohesive frictional materials like concrete and rock. A newfailure criterion is proposed, which includes three possible mechanisms that appear to explain thefracture of these materials at the macro-level.

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Materials Science Forum (Volumes 706-709)

Pages:

1550-1555

DOI:

https://doi.org/10.4028/www.scientific.net/MSF.706-709.1550

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Online since:

January 2012

Authors:

Jan G.M. van Mier

Keywords:

Cohesive Frictional Materials, Compressive Fracture, Concrete, Fracture Law, Lattice Model, Meso-Macro Approach, Multi-Scale Modeling, Rock

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