Domino Effect Simulation in Abaqus | With a Review of Contact Definition Methods in Abaqus Explicit

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This project focuses on the domino effect simulation with Abaqus CAE, a widely recognized finite element program. The domino effect refers to a chain reaction where one event triggers a series of similar events. It often leads to larger and unpredictable consequences. The project highlights the challenges of defining contact between components in Abaqus, a crucial aspect of domino effect simulation. The provided video explains the step-by-step modeling process. However, since one of the key challenges in this topic is defining contact, we have also attached a separate PDF. It covers defining contact in Abaqus Explicit. It includes its formulations and methods. The PDF will provide you with a better understanding of the modeling process. You can also apply it to model other problems.

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Description

Introduction to Domino Effect Simulation

The domino effect refers to a chain reaction in which one event triggers a series of similar events, each causing the next one to happen, much like falling dominoes. The term is often used to describe situations where a small change or action can set off a series of larger, often unpredictable consequences. For example, a minor issue in a system can escalate and lead to a much larger problem due to the interconnectedness of various components. Accordingly, the domino effect is used as a reference in simulation programs to study, predict, and manage complex systems and their potential vulnerabilities. Domino effect simulation in Finite Element Method (FEM) software can indeed be a complex task, depending on the nature of the problem and the level of detail required.

In this project, we have modeled the domino effect simulation in Abaqus CAE, one of the most well-known finite element programs. One of the challenges you are likely to encounter in this modeling is defining the contact between the components, which is a crucial aspect of domino effect simulation and one of the most important steps in the modeling process. Given the importance of this topic, we first discussed the methods for defining contact in Abaqus Explicit—including the formulations, limitations, and advantages of each method—in the PDF file to provide you with sufficient information on the subject. Based on these explanations, we then simulated the domino effect using Abaqus.

Challenges in Domino Effect Simulation

Domino effect simulation in FEM is a challenging task. Several factors contribute to this complexity. We have discussed them in the following.

  • Nonlinear Behavior:

The domino effect often involves nonlinear dynamics behavior, especially when structural deformations or material failures occur. FEM simulations typically require advanced models to handle these nonlinearities, making the problem more computationally expensive and challenging to solve.

  • Progressive Failure:

Simulating progressive failure, where one element fails and triggers the failure of adjacent elements, can be particularly challenging. FEM software typically requires advanced methods to track damage and failure initiation, such as Damage models, and Element deletion. Accurately capturing the progression of failure across a system is a computationally intensive task.

  • Large Deformations:

The domino effect simulation might involve large deformations and complex motions, which require the FEM model to account for geometric nonlinearity. This is computationally expensive and requires specialized algorithms to track large displacements and maintain the integrity of the mesh.

  • Computational Resources:

Domino effect simulation often requires significant computational resources, especially if many elements or a large number of interacting objects are involved. FEM simulations with progressive failure and nonlinearities can be slow, requiring high-performance computing (HPC) systems to achieve reasonable simulation times.

  • Modeling Interactions:

In a domino effect, the interaction between elements (such as contact, friction, or energy transfer) plays a significant role. Accurately modeling these interactions between elements can increase the complexity of the simulation and often requires fine-tuning the contact algorithms within FEM software.

Based on the mentioned points, domino effect simulation with FEM software not only demonstrates the software’s performance and capabilities but can also serve as an educational example. This is because the person modeling such a problem needs to be thoroughly familiar with many concepts, including large deformations, nonlinear material behavior, damage, collision analysis, and more.

  • Contact Formulation in Abaqus/Explicit
  • Proper Definition of Surfaces
  • Concluding remarks
  • Part definition
  • Material properties
  • Step definition
  • Interactions
  • Applying the loads and boundary conditions
  • Element Definition
  • Results

Domino effect simulation in Abaqus CAE

In this project, we modeled the domino effect in Abaqus Explicit. Our primary goal in presenting this model was to familiarize you with the process of defining contact in Abaqus Explicit. To achieve this, we began by discussing the methods for defining contact, the available formulations, their limitations and advantages, and how to apply them in Abaqus in detail. Now that you are familiar with these concepts, we have simulated the domino effect problem using Abaqus to help you apply what you’ve learned to model a relatively realistic example.

Abaqus Explicit Contact Definition for Domino Effect Simulation in this Project

In this project, we used Abaqus Explicit for modeling. With this approach, Abaqus does not check for solution convergence at each step, which significantly reduces the solution time. This solver is particularly recommended for dynamic problems. As explained in the attached PDF, there are two methods available for defining contact in Abaqus Explicit. The first method involves using pair-based contact, where each contact surface is manually defined. However, given the large number of domino pieces, this approach is highly time-consuming. The second method is the general contact approach, which automatically identifies all contact surfaces during the solution process. This method greatly reduces modeling time and simplifies the setup. So, here, we used the general contact method to efficiently model the domino effect.

Conclusion?

In summary, we have prepared a PDF file for this project that provides a comprehensive explanation of the methods and formulations of contact in Abaqus Explicit. This will help you understand the limitations and specific considerations related to contact and enable you to use Abaqus contact features more effectively and knowledgeably in your own projects. Additionally, we have included a workshop where the domino effect simulation is presented, using Abaqus Explicit. The main focus of this simulation is the definition of contact, which is discussed in detail in the PDF. Moreover, we have provided a step-by-step guide for the domino effect simulation in Abaqus and created a video tutorial for you to follow and perform the modeling yourself.

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