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Moment Of Inertia, Moment Of Area – What’s The Deal?

Isaac Newton defines inertia as the tendency of objects in motion to stay in motion, and objects at rest to stay at rest, unless an outside force changes its speed or direction. However, if you’ve been in the realm of mechanical design for any length of time, you’ll likely have heard the term “moment of

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Technical Blogs

Phase Diagrams In Materials Science – What Are They And Why Do They Matter?

Phase diagrams are essentially maps that illustrate the conditions under which different phases (solid, liquid, gas) of a substance coexist at equilibrium. They serve as valuable tools for scientists and engineers across various fields, including chemistry, physics, materials science and chemical engineering, enabling prediction of the states of matter under different conditions of temperature and

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Technical Blogs

Linear Buckling Analysis In FEA – How Does It work?

Buckling is a sudden, uncontrollable failure phenomenon occurring in thin structures subjected to compressive stresses. For the material to fail in buckling, the compressive stresses do not have to reach the ultimate compressive stresses that the material is capable of withstanding. This failure phenomenon can occur in different types of structural members like columns, beams,

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Technical Blogs

What Is Buckling? – How Do We Calculate It? – And Why Is It So Important?

When a structural beam is subjected to compressive loads, it can experience a sudden lateral deformation and loss of stiffness which is termed as buckling failure. This failure is produced by large deformation, but this doesn’t necessarily mean that there is material yielding or fracture. But buckling is still considered a failure mode, as there

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Technical Blogs

What Are Nodal Degrees Of Freedom (DOF) In FEA? – By Element Type

As we know, finite element analysis (FEA) is a mathematical technique to solve physical and mechanical problems. This is achieved by dividing the computational domain into a finite set of partitions called elements and by calculating the solution at a finite set of locations called nodes. In this article, we will explore how to find

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Technical Blogs

Contact Algorithm In Abaqus – How Does It Work?

Contact is a very important aspect while solving multibody dynamics problems in engineering applications. It accurately represents how different components interact with each other in real world scenarios. Adding contact into the FEA model will help us capture the accurate load transfer mechanisms, which will ensure that each component carries its designated share of load

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Technical Blogs

Meshing In FEA – How Does Isoparametric Mapping Help Improve Efficiency?

As we know, finite element analysis is a very powerful tool to numerically analyze the behavior of any physical or mechanical system. In this method, the entire computational domain is divided into smaller elements, within which the equations of motion are approximated, and boundary conditions are applied to solve for the unknown field variables like

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Technical Blogs

Connector Elements In Abaqus – What Are They And How Should We Use Them?

Connector elements are one of my favorite element types in Abaqus. They are extremely versatile, and they can also save time in postprocessing if you set them up correctly during the model build. In this blog, we will go through how to make connector elements and the different connection types available. Why Use Connector Elements?

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Technical Blogs

Finite Element Analysis By Hand – The 1D Bar Problem

The behavior of any physical system can be defined mathematically. Solving these mathematical equations allows for the analysis of the system’s behavior. Depending on the complexity of the equation, finding solutions directly may not be straightforward. Finite element analysis is an approximation technique to transform the mathematical representation of a physical system into a set

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