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Simulation of the five point bending of a composite concrete beam (NSC+UHPFRC) in Abaqus

29,00 45,00
29,00 45,00
28 people watching this product now!

Material Includes

  • 1- Tutorial video
  • 2- Abaqus file
  • 3- Reference

Audience

  • 1- Civil Engineers
  • 2- Structural Engineers

What You Will Learn?

  • In this course, you will learn how to model and simulate the bending behavior of composite concrete beams in Abaqus, apply the Concrete Damage Plasticity model, define materials, use dynamic steps, and interpret results such as stress, strain, and failure patterns.

About Course

Introduction to the Simulation of Composite Concrete Beam Bending in Abaqus

This tutorial presents the five-point bending simulation of a composite concrete beam consisting of normal strength concrete (NSC) and ultra-high-performance fiber-reinforced concrete (UHPFRC) using Abaqus. The NSC cover is modeled as a three-dimensional solid part, while the UHPFRC core is also represented as a three-dimensional solid. Steel bars and strips are included as three-dimensional wire parts. UHPFRC, composed of Portland cement, pozzolans, fine aggregates, inert fillers, superplasticizer, and surface-treated steel fibers, offers superior structural performance compared to NSC. Although more expensive, its improved mechanical behavior reduces material consumption, reinforcement requirements, and maintenance costs, while extending service life.

The material behavior of concrete is defined using the Concrete Damage Plasticity (CDP) model, which combines plasticity theory with damage mechanics to provide a realistic description of concrete response. The parameters are taken from reference literature, and the model accounts for both tension and compression damage in NSC and UHPFRC. Steel reinforcements are described using an elastic–plastic model.

To perform the simulation efficiently, the dynamic explicit step is applied to reduce computation time. Proper interactions and boundary conditions are assigned to all parts, and a fine mesh is used to ensure accuracy of the results. After completing the analysis, the outputs include stress, strain, damage evolution, failure mechanisms, and force–displacement diagrams, providing a comprehensive understanding of the structural behavior of the composite beam.

Course Content

Five-point bending of a composite concrete beam(NSC+UHPFRC)
In this section, the analysis of the five-point bending of a composite concrete beam(NSC+UHPFRC) is investigated. The normal-strength concrete beam as a cover is modeled as a three-dimensional solid part. The Ultra-High-Performance-Fiber-Reinforced-Concrete core is modeled as a three-dimensional solid part. The steel bars and strips are modeled as a three-dimensional wire part. Ultra-high performance fiber-reinforced concrete (UHPFRC) is a cementitious material produced with Portland cement, pozzolans, small-sized aggregates, inert fillers, superplasticizer, and surface-treated steel fibers. Although UHPFRC is more costly than NSC, its improved structural properties usually decrease the material consumption, reinforcement ratios, and maintenance costs, and increase the service life. Concrete damage plasticity material model represents a constitutive model which is based on a combination of theory of plasticity and theory of damage mechanics. This material model is often used in solving geotechnical problems due to its realistic description of the mechanical behavior of concrete material. The data of the CDP mode is extracted from the reference paper. This model considers the tension and compression damage for both concrete types. The steel material with elastic elastic-plastic model is considered for the steel reinforcements. To model the solving procedure, both static and dynamic approaches can be selected. In this tutorial, the dynamic explicit step to reduce the time of the simulation is used.

  • Abaqus file
  • Video
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  • Documents

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29,00 45,00
28 people watching this product now!

Material Includes

  • 1- Tutorial video
  • 2- Abaqus file
  • 3- Reference

Audience

  • 1- Civil Engineers
  • 2- Structural Engineers

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