In general, the finite element method is characterized by the following process.

He was known for his work on stabilized finite element methods.

This is the power of the finite element method.

This is an essential step in error estimates for the finite element method.

Finite element methods are commonly used in design today.

The finite element method may also be applied to glass forming processes.

It falls within the class of finite element methods.

The third branch is the study of variational-difference and finite element methods.

They are using a finite element method that accounts for the known microstructure.

He was one of the early pioneers of the finite element method.

The book by Zienciewicz (1977) gives full details of the finite element method with computer programs.

Most well known in the finite element method.

It was developed by combining meshfree methods with the finite element method.

The finite element method is perhaps the most restrictive and most useful at the same time.

Thus, this program is widely used in college courses related to structural mechanics and finite element method.

Other numerical implementations which have been used to value options include finite element methods.

Interval finite element method can be also applied in the theory of imprecise probability.

The stress distribution can be obtained from known theoretical or numerical (Finite element method) analysis.

For precise calculations, computer programs that can produce a model of the magnetic field using the finite element method are employed.

Arnold's research initially focused on the finite element method for the solution of problems in elasticity.

Biomechanical aspects of the insect wing: an analysis using the finite element method.

His main research focused on the finite element method, as applied to electromagnetics, where he was a pioneer.

The group applied a standard numerical technique called the finite element method in a novel way to drop formation.

It can also calculate stress and displacement using the finite element method to determine stresses throughout the part.

II is a free, open source library to solve partial differential equations using the finite element method.