ONLINE COURSE

SIMULATION OF COMPOSITE MATERIALS WITH ABAQUS

Learn the most relevant modeling techniques for composites understanding HOW and WHY

ACCESS NOW
Discover the most valuable and efficient numerical strategies to get high-quality simulations of composite materials
Understand all the concepts behind the FE models: multiscale modeling, cohesive zone models, periodic boundary conditions, residual stresses, damage modeling…
Save lots of time automating your numerical models thanks to Python scripts in Abaqus
Learn how to fix your simulation if it does not converge, even in the presence of damage and other nonlinearities
Learn how to interpret the results of your numerical models and a lot more tips and recommendations to obtain stunning and meaningful visualizations
The course is meant not only to guide you step by step to develop finite element models, but also to explain why these models are designed in such way
COMPLEXITY VANISHES WHEN UNDERSTANDING COMES IN!

My name is Miguel Herráez, I am an industrial engineer and Phd in Materials Science.

My first contact with Composite Materials was at the end of my BSc in Mechanical Engineering, performing my final project in the US (West Virginia University).

Thanks to my Advisor (Prof. Ever Barbero), I started to get more and more involved in that field. At that moment, I did not know that it was just the beginning of my scientific career.

I have been studying, testing and developing Finite Element (FE) simulations since 2013, when I started my Phd on numerical modeling of fiber-reinforced composites. I still remember the first years in which I had to learn very little by little about this topic on my own.

For that reason, I have finally prepared this course with which I want you to learn the numerical strategies for the simulation of composite materials.

You will learn in some hours all what I have learnt in almost 10 years!

miguel_guapo_600px.png
Where have I learnt and collaborated in my career?
NASA Langley

Visiting researcher

École Polytechnique Fédérale de Lausanne

Post-doctoral researcher

Airbus

Industrial and scientific projects

University of West Virginia (WVU)

BSc final project

IMDEA Materials Institute

Research assistant

URJC logo
University Rey Juan Carlos

Lecturer

Polytechnic University of Madrid

Phd in Mechanics of Materials

Carlos III University of Madrid

BSc in Industrial Engineering

Structure of the course

  • The course follows the Bottom-up Multiscale strategy and is organized into 3 main chapters: Comp. Micromechanics, Comp. Mesomechanics and Comp. Macromechanics.
  • Computational Micromechanics is the mainstay to understand and model the deformation mechanisms of composite materials starting at the constituents scale.
  • Whereas Mesomechanics is the perfect framework to simulate real-scale components (mm to cm), and at the same time to reproduce all the failure mechanisms of composite plies and laminates.
  • Computational Macromechanics combines a set of modeling assumptions that make possible the numerical analysis of large components and composite structures (scale of meters).
  • The course is made of more than 26 hours organized into more than 170 videos and a lot of additional resources: Python scripts, exercises, scientific papers and technical reports, links to specific sections of the documentation…
  • The course compiles all what I have learnt about the simulation of composite materials along almost 10 years of thousands of trial-and-errors, extensive literature reviews and many discussions with colleagues in this field.
  • Every 2 hours of the course, you will save 1 full year of testing on your own: aborted simulations, periodic boundary conditions not working, meshing problems, issues with cohesive elements, interpretation mistakes, visualization improvements…

ACCESS FOR LIFE

Access this course forever. Watch the videos and review the lessons anytime, at your own pace

CERTIFICATE

After finishing the course you will get your certificate of completion

RESOURCES

You will get all the scripts, programs, examples and quizzes of the course

QUESTIONS

I will solve all your questions throughout the course

Check the contents of the course:
Simulation of Composite Materials with Abaqus

The course is made of 5 chapters, containing +26 hours of video, organized into +170 lessons, +60 Python scripts, +40 technical papers and references

 

CLICK on the chapters below to check out the contents

1
Introduction to composites

2
Computational Micromechanics

3
Computational Mesomechanics

4
Computational Macromechanics

5
Conclusions and challenges

1
Introduction to composites

2
Computational Micromechanics

3
Computational Mesomechanics

4
Computational Macromechanics

5
Conclusions and challenges

  • 1.1 – 🎬 Introduction to composite materials
Failure mechanisms in a unidirectional fiber reinforced ply
  • 2.1 – 🎬 The Bottom-up Multiscale strategy
  • 2.2 – Structure of the course
composite materials simulation multiscale
  • 1.1 – Introduction to composite materials
    •     1.1.1 – 🎬 Introduction to CMM
  • 1.2 – Numerical strategies for CMM
    •     1.2.1 – 🎬 CMM: Periodic RVEs
  • 1.3 – Structure of the chapter
Computational Micromechanics periodicity comparison
  • 2.1 – Development of a unit cell model
    •     2.1.1 – 🎬 Presentation of the model
    •     2.1.2 – 🎬 Creation of the part
    •     2.1.3 – 🎬 Meshing the part
    •     2.1.4 – 🎬 Assembly and boundary conditions
    •     2.1.5 – 🎬 Job and first results
  • 2.2 – Periodic boundary conditions (PBC)
    •     2.2.1 – 🎬 Introduction to PBC
    •     2.2.2 – 🎬 Creation of a 2D unit cell
    •     2.2.3 – 🎬 Definition of equations in Abaqus
    •     2.2.4 – 🎬 Script to generate PBC in 2D (1/2)
    •     2.2.5 – 🎬 Script to generate PBC in 2D (2/2)
    •     2.2.6 – 🎬 Including PBC in the model
    •     2.2.7 – 🎬 Definition of PBC in 3D
    •     2.2.8 – 🎬 Computing the Poisson ratios using master nodes
  • 2.3 – Automatic generation of the FE model using a Python script
    •     2.3.1 – 🎬 Script of the unit cell model (1/4)
    •     2.3.2 – 🎬 Script of the unit cell model (2/4)
    •     2.3.3 – 🎬 Script of the unit cell model (3/4)
    •     2.3.4 – 🎬 Script of the unit cell model (4/4)
    •     2.3.5 – 🎬 Script of the RVE model (1/3)
    •     2.3.6 – 🎬 Script of the RVE model (2/3)
    •     2.3.7 – 🎬 Script of the RVE model (3/3)
  • 2.4 – Algorithm to generate random microstructures
    •     2.4.1 – 🎬 Theory: Random Sequential Absorption algorithm
    •     2.4.2 – 🎬 Implementation in a script (1/2)
    •     2.4.3 – 🎬 Implementation in a script (2/2)
    •     2.4.4 – 🎬 Visualization of the microstructures
    •     2.4.5 – 🎬 Jamming limit and tolerance distance
    •     2.4.6 – 🎬 Some visualization tips
    •     2.4.7 – 🎬 Transformation of the RSA algorithm into a function
    •     2.4.8 – 🎬 Integration of RSA in the FEA worflow
    •     2.4.9 – 🎬 Advanced scripting: Exceptions
  • 2.5 – Computing the elastic properties of the UD ply
    •     2.5.1 – 🎬 How to compute the elastic properties
    •     2.5.2 – 🎬 Computing the elastic properties in Abaqus
    •     2.5.3 – 🎬 Definition of the normal loading cases
    •     2.5.4 – 🎬 Definition of the shear loading cases
    •     2.5.5 – 🎬 Automating the postprocess (1/2)
    •     2.5.6 – 🎬 Automating the postprocess (2/2)
    •     2.5.7 – 🎬 Analysis of the results: Elastic properties
    •     2.5.8 – 🎬 Simulation of thermal expansion
Periodic RVE model of a composite material
  • 3.1 – Limitations of the periodic RVE models
    •     3.1.1 – 🎬 Periodic RVEs have limits
  • 3.2 – Inelastic deformation of the constituents
    •     3.2.1 – 🎬 Micromechanical inelastic deformation mechanisms
    •     3.2.2 – 🎬 Matrix: Plastic deformation
    •     3.2.3 – 🎬 Interface: Cohesive Zone Model
  • 3.3 – Modifications in the RVE model
    •     3.3.1 – 🎬 Preparation of a script to generate the new model
    •     3.3.2 – 🎬 Insertion of cohesive elements along the interfaces (1/3)
    •     3.3.3 – 🎬 Insertion of cohesive elements along the interfaces (2/3)
    •     3.3.4 – 🎬 Insertion of cohesive elements along the interfaces (3/3)
    •     3.3.5 – 🎬 Convergence issues and final touches
  • 3.4 – Loading cases
    •     3.4.1 – 🎬 Transverse tension
    •     3.4.2 – 🎬 Review of transverse tension case
    •     3.4.3 – 🎬 Transverse compression
    •     3.4.4 – 🎬 Longitudinal shear
    •     3.4.5 – 🎬 Transverse shear
    •     3.4.6 – 🎬 Residual thermal stresses
  • 3.5 – Solving common problems
    •     3.5.1 – 🎬 Issue #1: PBC not working
    •     3.5.2 – 🎬 Issue #2: Instance not meshed
    •     3.5.3 – 🎬 Issue #3: Invalid mesh
Mohr circle for pure shear
  • 4.1 – Computational Micromechanics is more than RVEs
    •     4.1.1 – 🎬 Alternatives to periodic RVEs
Embedded cell models
⚙ Miniproject + Quiz – Size effect in periodic CMM models
? Chapter Quiz – Computational Micromechanics
  • 1.1 – 🎬 Introduction to Computational Mesomechanics
  • 1.2 – 🎬 Naming convention of laminate stacking sequences (LSS)
  • 1.3 – Structure of this chapter
Computational mesomechanics inputs
  • 2.1 – Development of the elastic FE model of the pinned joint
    •     2.1.1 – 🎬 Presentation of the model
    •     2.1.2 – 🎬 Pinned joint: Part
    •     2.1.3 – 🎬 Pinned joint: Mesh
    •     2.1.4 – 🎬 Pinned joint: Material
    •     2.1.5 – 🎬 Pinned joint: Assembly
    •     2.1.6 – 🎬 Pinned joint: Contact
    •     2.1.7 – 🎬 Pinned joint: Rigid pin
    •     2.1.8 – 🎬 Pinned joint: Boundary conditions
    •     2.1.9 – 🎬 Pinned joint: Results
  • 2.2 – Automating the generation of the FE model using Python script
    •     2.2.1 – 🎬 Python script of the pinned joint: Sketch and part
    •     2.2.2 – 🎬 Python script of the pinned joint: Sets and partitions of the plies
    •     2.2.3 – 🎬 Python script of the pinned joint: More partitions
    •     2.2.4 – 🎬 Python script of the pinned joint: Mesh, material and sections
    •     2.2.5 – 🎬 Python script of the pinned joint: From assembly to job
    •     2.2.6 – 🎬 Python script of the pinned joint: Final
Longitudinal stress field (S11) of a +45 ply
  • 3.1 – Introduction to failure criteria of materials
    •     3.1.1 – 🎬 Fundamentals of failure criteria of materials
    •     3.1.2 – 🎬 Failure criteria of composite materials
  • 3.2 – Failure criteria of composites in Abaqus
    •     3.2.1 – 🎬 Modification of the model: Hashin material properties
    •     3.2.2 – 🎬 Modification of the model: Mesh, section and output
    •     3.2.3 – 🎬 Including the Hashin criterion in the script
Basics of failure criteria in Abaqus
  • 4.1 – Introduction to damage of composite materials at the mesoscale
    •     4.1.1 – 🎬 Modeling damage in mesomechanical models
  • 4.2 – Modeling intralaminar damage
    •     4.2.1 – 🎬 Damage evolution parameters in Abaqus
    •     4.2.2 – 🎬 Damage and loss of convergence
    •     4.2.3 – 🎬 Stabilizing the model through viscous dissipation
    •     4.2.4 – 🎬 Hashin damage variables
    •     4.2.5 – 🎬 Hashin damage: Python script
    •     4.2.6 – 🎬 Understanding damage evolution in CDM
    •     4.2.7 – 🎬 Element size dependence in CDM
  • 4.3 – Modeling interlaminar damage I (cohesive elements)
    •     4.3.1 – 🎬 Introduction to interlaminar damage
    •     4.3.2 – 🎬 Interlaminar properties
    •     4.3.3 – 🎬 Making the partitions for the cohesive elements
    •     4.3.4 – 🎬 Finishing the model with cohesive elements
    •     4.3.5 – 🎬 Results and damage initiation criterion
  • 4.4 – Convergence, solvers and steps
    •     4.4.1 – 🎬 Implicit dynamic step
    •     4.4.2 – 🎬 Implicit vs. Explicit
    •     4.4.3 – 🎬 Explicit step: Abaqus/CAE
    •     4.4.4 – 🎬 Explicit step: Script
    •     4.4.5 – 🎬 Stable time increment
  • 4.5 – Fracture Process Zone (FPZ)
    •     4.5.1 – 🎬 Definition of fracture process zone
    •     4.5.2 – 🎬 How to use a coarse mesh along the FPZ
    •     4.5.3 – 🎬 Implications and limitations tuning the FPZ
    •     4.5.4 – 🎬 Results: delamination
  • 4.6 – Modeling interlaminar damage II (cohesive surfaces)
    •     4.6.1 – 🎬 Introduction to cohesive surfaces modeling
    •     4.6.2 – 🎬 Definition of cohesive contact in Abaqus/Explicit
    •     4.6.3 – 🎬 Scripting the cohesive contacts
    •     4.6.4 – 🎬 Cohesive elements vs. Cohesive surfaces
intralaminar damage mechanisms at the mesoscale
  • 5.1 – 🎬 Summary
  • 5.2 – 🎬 State of the art: Techniques and theories
modeling techniques and theoretical concepts
⚙ Miniproject & Quiz – Fundamentals of Continuum Damage Mechanics
? Chapter Quiz – Computational Mesomechanics
  • 1.1 – 🎬 Introduction to Computational Macromechanics
  • 1.2 – Structure of this chapter
Fundamentals of Computational Macromechanics
  • 2.1 – Development and analysis of equivalent models with different element types
    •     2.1.1 – 🎬 Presentation of the model
    •     2.1.2 – 🎬 Case 1: C3D8R x 1 (preprocess)
    •     2.1.3 – 🎬 Case 1: C3D8R x 1 (results)
    •     2.1.4 – 🎬 Case 2: C3D8R x 5
    •     2.1.5 – 🎬 Case 2: C3D8R x 5 (verification)
    •     2.1.6 – 🎬 Case 3: C3D8 x 5
    •     2.1.7 – 🎬 Case 4: SC8R
    •     2.1.8 – 🎬 Case 5: S4R
    •     2.1.9 – 🎬 Visualization of results in shell elements
    •     2.1.10 – 🎬 Summary and one more case
  • 2.2 – Analytical solution of the doubly-clamped beam
    •     2.2.1 – Solving the problem
Comparison of different finite element types under bending
  • 3.1 – Definition of Composite Layups in Abaqus
    •     3.1.1 – 🎬 Introduction to Composite Layups in Abaqus
    •     3.1.2 – 🎬 Example 1: Unidirectional laminate (preprocess)
    •     3.1.3 – 🎬 Example 1: Unidirectional laminates (analysis)
    •     3.1.4 – 🎬 Example 2: Cross-ply laminate
    •     3.1.5 – 🎬 Example 3: Cross-ply hybrid laminate
    •     3.1.6 – 🎬 Example 4: Non-symmetric cross-ply
    •     3.1.7 – 🎬 Example 5: Anti-symmetric balanced laminate
  • 3.2 – Classic Laminate Theory (CLT)
    •     3.2.1 – 🎬 Introduction to CLT
    •     3.2.2 – 🎬 Ply Mechanics
    •     3.2.3 – 🎬 Laminate Mechanics
    •     3.2.4 – 🎬 Laminate matrices under in-plane loading
    •     3.2.5 – 🎬 Laminate matrices under out-of-plane loading
    •     3.2.6 – 🎬 Symmetric laminates and some remarks
  • 3.3 – Verification of numerical models
    •     3.3.1 – 🎬 Putting CLT into practice
    •     3.3.2 – 🎬 Analyses of symmetric laminates (ex. 1, 2 & 3)
    •     3.3.3 – 🎬 Analysis of non-symmetric cross-ply (ex 4)
    •     3.3.4 – 🎬 Analysis of anti-symmetric balanced laminate (ex 5)
    •     3.3.5 – 🎬 How to get the A, B, D matrices in Abaqus
  • 3.4 – Effective laminate moduli
    •     3.4.1 – 🎬 In-plane laminate moduli
    •     3.4.2 – 🎬 Out-of-plane laminate moduli
Fundamentals of classical laminate theory
  • 4.1 – Introduction and analysis of the initial design
    •     4.1.1 – 🎬 Pressurized vessel: Introduction
    •     4.1.2 – 🎬 Pressurized vessel: Part and mesh
    •     4.1.3 – 🎬 Pressurized vessel: Material and section
    •     4.1.4 – 🎬 Pressurized vessel: BCs and job
    •     4.1.5 – 🎬 Pressurized vessel: Preliminary analysis
    •     4.1.6 – 🎬 Pressurized vessel: Cross-ply laminate
    •     4.1.7 – 🎬 Custom field output
  • 4.2 – Optimization of the laminate
    •     4.2.1 – 🎬 Optimality vs. Versatility
    •     4.2.2 – 🎬 Design of a balanced laminate
    •     4.2.3 – 🎬 Modification of the original laminate
    •     4.2.4 – 🎬 Further optimization: Ply drop-off
  • 4.3 – New ply failure criteria: LaRC05
    •     4.3.1 – 🎬 How are jobs run by Abaqus?
    •     4.3.2 – 🎬 LaRC05: Introduction
    •     4.3.3 – 🎬 LaRC05: Parameters
    •     4.3.4 – 🎬 Including the LaRC05 criterion in the input file
    •     4.3.5 – 🎬 How to run a model from the input file: 2 methods
  • 4.4 – Thermal residual stresses
    •     4.4.1 – 🎬 Introduction to thermal stress
    •     4.4.2 – 🎬 Thermal residual stresses in composite laminates
    •     4.4.3 – 🎬 Thermal stresses in Abaqus
  • 4.5 – Sandwich laminate for cryogenic applications I
    •     4.5.1 – 🎬 Design proposal
    •     4.5.2 – 🎬 Sandwich laminate: Part
    •     4.5.3 – 🎬 Sandwich laminate: Mesh
    •     4.5.4 – 🎬 Sandwich laminate: Materials and sections
    •     4.5.5 – 🎬 Sandwich laminate: Full model
    •     4.5.6 – 🎬 Sandwich laminate: Results (only pressure)
  • 4.6 – Sandwich laminate for cryogenic applications II
    •     4.6.1 – 🎬 Modeling the cooling down to cryogenic conditions
    •     4.6.2 – 🎬 Analysis of the final results
    •     4.6.3 – 🎬 Final comments
Cylindrical vessel analysis
  • 5.1 – 🎬 ​Conclusions
  • 5.2 – 🎬 Macromechanics or Mesomechanics
multiscale macromechanics of composite materials
⚙ Miniproject + Quiz – How to use quadratic elements
? Chapter Quiz – Computational Macromechanics
  • 1.1 – 🎬 State of the art across the scales
state of the art techniques to simulate composites
  • 2.1 – 🎬 Current challenges and opportunities
state of the art techniques to simulate composites

The course is based on these three pillars:

WHY – HOW – WHAT

  • Why do we design the model in such or such way? Learn to analyze and design finite element models based on experimental observations supported by theoretical explanations.
  • How do we implement this design into an FE model? Learn step-by-step how to develop the FE models in Abaqus from scratch. In all cases, we will also learn how to generate and customize a Python script to automate and parameterize all the workflow.
  • What is the interpretation of the results? Learn the meaning of each result and how to obtain stunning visualizations. You will get the basis to interpret the results of any other finite element simulation.

You will not only learn to design, build and solve the models covered during the course, but also you will be ready to develop a thousand more types of models!

 

I have invested a lot preparing this course and I am really proud of the result. I strongly believe that it is going to be super useful for you and a huge time-saver.

What my students think of the course

“Thank you, Miguel! It was very detailed and useful, and I found all the answers to all my questions. I had a gap in fracture mechanics, but now I have a wide knowledge that allows me to effectively model the behavior of a composite structure. Thank you very much for your efforts and very good presentation. Looking forward to the next one!”
Hajer Boussetta
Hajer BoussettaPhD Eng. in Mechanics and Materials Engineering (Denmark)
Let me first congratulate with you for the AWESOME content you are putting together: I can say that there’s nothing up to this level to date, so please keep going! As a young CAE simulation engineer, I have always had to find the way by myself to shed more light on topics not covered while at Uni or to get a reasonably correct answer to  some of the many questions I’ve been posing myself during the past years on various problems regarding materials modelling, failure theories applicability, fatigue and contact mechanics. I really want to thank you for the massive effort you underwent to provide me and other people with such valuable knowledge
Andrea Corazza
Andrea CorazzaCAE Analyst at SPM Engineering (Italy)
“I have learned a lot from your composite modelling course. My knowledge on FEA has increased a lot after taking your course. Will there be a course on writing subroutines like UMATs?”
Sudipta Pramanik
Sudipta PramanikResearch Associate, Paderborn University (Germany)
“I have just completed the Simulation of Composite Materials with Abaqus course. I have to say this has been such a great course from the very beginning till the end. Very well presented, explained and structured, combining theory, references, methodology, and practical case studies, with the thinking process capturing the essence of the topic. This course and the knowledge you share makes me want to know even more and dive deeper. I have really enjoyed this course and I am hoping to see more content and courses on composites. I would highly recommend this course. The value and content that is presented in the course saves countless hours of research and struggle"
Radovan Fridrich
Radovan FridrichComposites Engineer, UK
“I started your course on composites. You saved my life. I can now speed up a lot of my research. It was the best day of my PhD until now. Thanks a lot!”
Giuseppe Romano
Giuseppe RomanoPhD at The University of Manchester (UK) & Regional Representative at NAFEMS Italy
“It’s good to start discovering the ability to automate any sort of operations in Abaqus by means of Python scripting. Thank you Miguel Herraez Matesanz for this wonderful course”
Manikanta Thati
Manikanta ThatiFE analyst engineer at Tata Consulting Services (India)
Previous
Next

In the course you will find…

  • +26 h of recorded videos
  • +170 video lessons
  • +60 Python scripts
  • +40 papers and references
  • Fully compatible with Abaqus Learning Edition
  • Access for life to the course
  • Access to all new contents and updates
  • Personal support
  • Certificate of completion
ACCESS NOW

Theoretical explanations
+
Practical cases

Give it a try without any risk!

The course provides an unconditional money-back guarantee.

Join without any commitment. If you are not satisfied, we will refund all your money within the first 15 days.

Send an email to contact@tecnodigitalschool.com, and request your refund. The only condition is that you shall not have watched more than 20% of the course.

Wanna take a look inside?

ONLINE COURSE

SIMULATION OF COMPOSITE MATERIALS WITH ABAQUS

5 blocks of contents
+170 lessons
+26 h of recorded videos
+60 Python scripts
+40 papers and references
Fully compatible with Abaqus Learning Edition

997€

ACCESS THE COURSE
Scroll to Top