Nonlocal Theories for Free Crack Propagation in Brittle Materials

Nonlocal Theories for Free Crack Propagation in Brittle Materials

Hausdorff Center for Mathematics via YouTube Direct link

Intro

1 of 24

1 of 24

Intro

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Nonlocal Theories for Free Crack Propagation in Brittle Materials

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  1. 1 Intro
  2. 2 Outline of Course
  3. 3 Dynamic fracture of Brittle Solids
  4. 4 Dynamic fracture of Ceramic Solids
  5. 5 Classic theory of Dynamic Fracture Mechanics The theory of dynamic fracture is based on the notion
  6. 6 Continuum fracture modeling: top down approach
  7. 7 A classic modeling approach
  8. 8 On modeling multiple cracks: top down approach
  9. 9 Phase field methods: top down
  10. 10 Nonlocal dynamic models-peridynamics
  11. 11 Nonlocal models: bottom up approaches
  12. 12 Lattice models: bottom up approaches
  13. 13 Nonlocal dynamics as a multi-scale model
  14. 14 Computational Modeling Challenges: Predict the
  15. 15 Computational Challenge: Predict the
  16. 16 The Challenge - quantitative modeling of complex fracture and residual strength
  17. 17 Dynamics for a family of nonlocal models: a multscale model
  18. 18 Cohesive-dynamics in Peridynamic Formulation: Background: A general nonlinear-nonlocal formulation
  19. 19 Peridynamics simulation for Cohesive Evolution Different material phases
  20. 20 Multiscale model parameterized by length scale of non- local interaction E
  21. 21 Same small strain behavior for each
  22. 22 Cohesive Energy, Kinetic, Energy
  23. 23 Study the dependence of dynamics with respect to horizion size
  24. 24 Finite horizon model free process zone model: Collection of neighborhoods containing softening behavior

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