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