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Simulation of Composite Materials with Abaqus

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Introduction to composite materials 1 Section

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Simulating composite materials

Computational Micromechanics 15 Sections | 2 Quizzes

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1 – Why Computational Micromechanics?

2 – Elastic homogenization of a UD ply

2.1 – Development of a unit cell model

2.2 – Periodic boundary conditions (PBC)

2.3 – Automatic generation of the FE model with Python

2.4 – Algorithm to generate random microstructures

2.5 – Computing the elastic properties of the UD ply

3 – Strength of a UD ply

3.1 – Limitations of periodic RVE models

3.2 – Inelastic deformation of the constituents

3.3 – Modifications in the RVE model

3.4 – Loading cases

3.5 – Solving common problems

4 – Alternatives to periodic RVE models

MINIPROJECT 1 – Size effect in periodic CMM models

MINIPROJECT 1 – Solution

QUIZ – Computational Micromechanics

Computational Mesomechanics 16 Sections | 2 Quizzes

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1 – Why Computational Mesomechanics?

2 – Elastic analysis of a CFRP pinned-joint

2.1 – Development of the elastic FE model of the pinned joint

2.2 – Automating the generation of the FE model using Python scripts

3 – Ply failure analysis of the CFRP pinned-joint

3.1 – Failure criteria of materials

3.2 – Failure criteria of composites in Abaqus

4 – Damage analysis of the CFRP pinned-joint

4.1 – Damage in composite materials at the mesoscale

4.2 – Modeling intralaminar damage

4.3 – Modeling interlaminar damage I

4.4 – Convergence, solvers and steps

4.5 – Fracture Process Zone (FPZ)

4.6 – Modeling interlaminar damage II

5 – Conclusions

MINIPROJECT 2 – Fundamentals of CDM

MINIPROJECT 2 – Solution

QUIZ – Computational Mesomechanics

Computational Macromechanics 18 Sections | 2 Quizzes

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1 – Why Computational Macromechanics?

2 – Benchmark: Solid or shell elements?

2.1 – Solid vs. shell elements

2.2 – Analytical solution of a doubly-clamped beam

3 – Fundamentals of Computational Macromechanics

3.1 – Definition of Composite Layups

3.2 – Classic Laminate Theory (CLT)

3.3 – Verification of numerical models

3.4 – Effective laminate moduli

4 – Practical case: Pressurized vessel

4.1 – Initial design

4.2 – Optimization of the laminate

4.3 – New ply failure criteria: LaRC05

4.4 – Thermal residual stresses

4.5 – Sandwich laminate for cryogenic application I

4.6 – Sandwich laminate for cryogenic application II

5 – Concluding remarks

MINIPROJECT 3 – Bending of quadratic elements

MINIPROJECT 3 – Solution

QUIZ – Computational Macromechanics

Challenges in the simulation of composite materials 2 Sections

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1 – Summary of the State of the art

2 – Current challenges in the simulation of composites

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