Finite Element Analysis (FEA)
Finite element analysis (FEA) is a method of numerical analysis. It is a powerful tool that allows engineers to quickly analyze and refine a design.
What is the finite element method (FEM)?
Finite Element Method (FEM) used to simulation of any given physical phenomenon using the numerical technique.Many engineering phenomena can be expressed by “governing equations” and “boundary conditions” Elastic problems, Thermal problems, Fluid flow, Electrostatics.
Why do we use element analysis?
FEA is used by
engineers to help simulate physical phenomena and thereby reduce the need for
physical prototypes, while allowing for the optimization of components as part
of the design process of a project.
How
Does Finite Element Analysis Work?
The
simulations used in FEA are created using a mesh of a lot of smaller elements
that combine to create the shape of the structure that is being assessed. These
small elements are subjected to calculations, with these mesh refinements combined to produce the whole structure's final result.
Advantages of Finite Element Method
1. Modeling of complex geometries and irregular shapes are easier
as varieties of finite elements are available for the discretization of the domain.
2. Boundary conditions can be easily incorporated infinite element method.
3. Different types of material properties can be easily
accommodated in modeling from element to element or even within an element.
4. Higher-order elements may be implemented.
5. FEM is simple, compact, and result-oriented and hence widely
popular among the engineering community.
6. Availability of a large number of computer software packages and
literature makes FEM a versatile and powerful numerical method.
Disadvantages of Finite Element
Method
1. A large amount of data is required as input for the mesh used in
terms of nodal connectivity and other parameters depending on the problem.
2. It requires a digital computer and fairly extensive
3. It requires a longer execution time compared with finite
element method.
4. Output results will vary considerably.
https://en.wikipedia.org/wiki/Finite_element_method
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