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The finite element method (FEA tutorial) has been used to solve numerous structural and nonstructural issues. This method has several advantages over conventional approximate methods for modeling and determining physical quantities like displacements, stresses, temperatures, pressures, and electric currents. Conventional methods such as those were taught in traditional courses in material mechanics and heat transfer. These advantages are:

1. Designing bodies with irregular shapes is simple.
2. Handle stress/strain cases without trouble
3. Because each element equation is assessed separately, model bodies are made of various materials.
4. Manage an infinite variety of boundary conditions
5. Changing the size of the components to enable the usage of small components as necessary and implementing higher-order elements is possible.
6. Simulating many kinds of material qualities from element to element or even within an element is simple. FEA tutorial
7. FEM is popular among the engineering community since it is easy to use, small, and focused on results.
8. Take care of any nonlinear behavior resulting from significant deformations and materials.
9. A variety of computer software programs and books are readily available, making FEM a flexible and effective numerical method.

Also, you can learn more about the advantages and disadvantages of the FEM in the second lesson of the Abaqus course for beginners package.

Use the FEA Tutorial available on this page to understand FEM simulation fully.

The finite element method (FEM) is the most popular numerical method, and the applications for this method are linear, non-linear, buckling, thermal, dynamic, and fatigue analysis. Now the question is FEA and FEM different or not?

Well, FEM and FEA are both one and the same. The term FEA is most popular in industries and FEM at universities. Also, FEA has a wide area of problems related to heat transfer, vibrations, the strength of materials, acoustics, and various other domains. And FEM includes the Galerkin method, the weighted residual method, and various numerical integration methods to solve problems related to FEA domains and its totally mathematical approach. The term “Finite Element Method” (FEM) mostly refers to sophisticated mathematical techniques employed in your preferred solver. Consider it to be a theory guidebook with a ton of equations and algebra. The term Finite Element Analysis (FEA) typically refers to the process of using FEM to address actual engineering issues. FEA tutorial