Amanote Research
Register
Sign In
Discover open access scientific publications
Search, annotate, share and cite publications
Publications by Anita Simatos
Cracking Cohesive Law Thermodynamically Equivalent to a Non-Local Damage Model
Key Engineering Materials
Related publications
A Damage to Crack Transition Model Accounting for Stress Triaxiality Formulated in a Hybrid Non-Local Implicit Discontinuous Galerkin - Cohesive Band Model Framework
International Journal for Numerical Methods in Engineering
Applied Mathematics
Numerical Analysis
Engineering
Analytical Verification on Propriety of J-Integral Equivalent Dugdale Model in Cohesive Force Model Analyses
Journal of Structural and Construction Engineering (Transactions of AIJ)
A Non-Local Damage Model for Heterogeneous Rocks - Application to Rock Fracturing Evaluation Under Gas Injection Conditions
Bond-Slip Analysis via a Cohesive-Zone Model Simulating Damage, Friction and Interlocking
Frattura ed Integrita Strutturale
Mechanics of Materials
Mechanical Engineering
A Thermodynamically Consistent Model of Finite-State Machines
Interface Focus
Biochemistry
Biophysics
Biomaterials
Bioengineering
Biotechnology
Biomedical Engineering
A Thermodynamically Consistent Phase Field Framework for Anisotropic Structural Damage
A Non-Local Continuum Poro-Damage Mechanics Model for Hydrofracturing of Surface Crevasses in Grounded Glaciers
Journal of Glaciology
Earth-Surface Processes
Comparison of Two-Phase Darcy’s Law With a Thermodynamically Consistent Approach
Transport in Porous Media
Catalysis
Chemical Engineering
The Cohesive Band Model: A Cohesive Surface Formulation With Stress Triaxiality
International Journal of Fracture
Computational Mechanics
Mechanics of Materials
Simulation
Modeling