Description
There are two types of process simulations in Abaqus 1- Implicit 2-Explicit model. Implicit models help simulate a process close to a steady-state. On the other hand, Explicit models are good to simulate fast models with element deletion. The damage model is an explicit model. Damage models are common in simulating part failure and are only possible with the explicit method.
Explicit Vs Implicite models:
Implicit models:
Implicit models have large increment time and capable of modelling with larger step time. The advantage of using implicit models is creating models that require a longer time in the real process. This is because of the element formulations used in this technique. The most common examples of implicit models are rolling process, low deformation processes and satellite movements in space. However, there are problems which make impossible to use implicit models for some process. In models that require sudden change and large deformation, it is necessary to use small increment time. Since the required time to solve each increment is large, it is not affordable to create models with numerous increments. Consequently, implicit models are not good for models like simulating explosions and some types of forging.
Explicit models:
The time increment size in Explicit models is limited. In fact, explicit models are the combination of lots of static models used to minimize the effect of acceleration in simulation. The time increment size is small enough to ignore the effect of acceleration in each increment. However, the effect of acceleration excites in the whole process. Since the increment times are small it is possible to create models with large deformation and sudden changes. The most common examples of explicit models are explosion, large deformation processes, and models with complex surface contacts.
Damage models
Abaqus provides various types of damage models to simulate a part failure. Based on material properties, different types of models can be considered. In fact, the damaged property for brittle and ductile material are different. For some models, it is necessary to choose elements with deletion property to show the part failure graphically. In order to show element deletion in the process, it is necessary to consider specific field output.
More details about this product:
There are many kinds of processes that require to use of explicit models to solve. Based on the process the model can be time-consuming or complex to simulate. Thus, the best way to start is to create a straightforward and interesting model. A damage model is the second step to learning explicit models. If you are an absolute beginner, you can start with the following product:
A damage model for a bullet penetration (First approach)
This model is between beginner to intermediate level. With this model you can start learning more complex explicit models. Bullet penetration is a very interesting case for studying the effect of bullet and plate material properties. Furthermore, in more complex models it is possible to predict field temperature after penetration. Shooting angle, sheet thickness, and bullet speed after penetration are some interesting parameters to study. If you are interested in learning more approaches, you can use the following product:
In this example, we try to learn how to use an Explicit method to simulate a bullet crushing a plate. We also define damage in this model so when the elements exceed the limit, they will be deactivated and the stiffness matrix becomes infinitesimal. In this approach, you need to use Abaqus as a keyword to define the damaged property.
In this product, we only give one example to help you use Damage property for your model. We avoid giving too many details so you can easily use the products and learn how to use this option in Abaqus to simulate super large deformation processes. In this product you can find the following files:
Abaqus files: CAE, ODB, INP, and JNL
Solidwork model
Powerpoint files that contain more details.
Video files: How to create this model, Powerpoint presentation.
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